Applied Mathematics

COORDINATOR
CONTACT
School of Mathematics and Statistics
South Diagonal Campus, Building U. C/ Pau Gargallo, 14. 08028 Barcelona
Tel.: 934 015 861
E-mail: doctoma.fme@upc.edu
The objective of the doctoral programme in Applied Mathematics (hereafter, DAM) is to offer training in research techniques in the field of mathematics, which takes shape in the form of formulating and drafting a doctoral thesis. A doctoral thesis is understood to be research work that contains original contributions that are apt to be published in the peer-reviewed communication channels that exist for disseminating quality scientific output.
The programme has an interdisciplinary nature in the sense that research into both the more theoretical aspects of mathematics and research aimed at solving problems related to technology are welcomed. In fact, the programme has as another of its objective to provide advanced mathematical training and education to graduates from other disciplines.
The DAM collaborates with various mathematics research groups. The UPC focuses mainly on studies related to engineering and architecture, and it is one of the Spanish universities with the most mathematics professors, boasting around 200 in the Department of Mathematics alone, plus those maths professors working in other departments, including Civil and Environmental Engineering, Computer Sciences, and Computer Architecture. Thus, since its foundation, the DAM is and has been the natural offspring of the UPC’s strength in mathematics.
The DAM itself is structured around five lines of research
1. Algebra and geometry
2. Discrete and algorithmic mathematics
3. Modelling in engineering and biomedical sciences
4. Differential equations
The School of Mathematics and Statistics (FME, by its Catalan acronym) is the body that oversees the DAM, and it serves as a natural meeting point for the UPC’s mathematics community. The FME also offers undergraduate- and master’s-level studies in mathematics, ensuring a quality education in mathematics at all levels. See http://fme.upc.edu/ca/estudis/graus/grau-en-matematiques for the undergraduate programme and http://mamme.masters.upc.edu/en for the master’s programme in Applied Mathematics and Mathematical Engineering (MAMME).
It is also worth mentioning the Barcelona Graduate School of Mathematics (BGSMath, https://bgsmath.cat/), an organisation where research groups, researchers and especially doctoral candidates in the field of mathematics meet. Four universities and the Centre for Mathematics Research are involved with the School, and mathematics researchers from the UPC contribute at all levels.
The programme coordinator, the programme’s Academic Committee and a technical representative from the FME’s administrative staff handle the management of the DAM. The programme’s Academic Committee is made up of the coordinator, the dean of the FME, the director of the Department of Mathematics or the person whom he/she delegates, a professor from each of the five lines of research, the head of services and management of the FME or the person whom he/she delegates and a student representative (see https://appliedmathematics.postgrau.upc.edu/en/thesis/academic-committee). The programme coordinator is appointed by the dean of the FME and must be approved by the Academic Committee.
Other Universities
General information
Access profile
The doctoral programme in Applied Mathematics is designed for students with abstract reasoning abilities and interest in solving problems, in addition to having good work habits, being dedicated to studying and having a passion for mathematics. Applicants must have a solid background in mathematics. Along this line, the main undergraduate and master’s degrees that will provide access to this doctoral programme are the following:
Undergraduate degrees:
• Bachelor’s degree in Mathematics
• Bachelor’s degree in Physics
Engineering:
• Bachelor’s degree in Computer Science
• Bachelor’s degree in Statistics
• Official master’s degrees in Physics
• Official master’s degrees in Engineering
• Official master’s degrees in Computer Science
Output profile
Doctoral candidates who complete a doctoral degree will have acquired the following competencies, which are needed to carry out quality research (Royal Decree 99/2011, of 28 January, which regulates official doctoral studies):
a) A systematic understanding of the field of study and a mastery of the research skills and methods related to the field.
b) An ability to conceive, design or create, put into practice and adopt a substantial process of research or creation.
c) An ability to contribute to pushing back the frontiers of knowledge through original research.
d) A capacity for critical analysis and an ability to assess and summarise new and complex ideas.
e) An ability to communicate with the academic and scientific community and with society in general as regards their fields of knowledge in the manner and languages that are typical of the international scientific community to which they belong.
f) An ability to foster scientific, technological, social, artistic and cultural progress in academic and professional contexts within a knowledge-based society.
The award of a doctoral degree must equip the graduate for work in a variety of settings, especially those requiring creativity and innovation. Doctoral graduates must have at least acquired the personal skills needed to:
a) Develop in contexts in which there is little specific information.
b) Find the key questions that must be answered to solve a complex problem.
c) Design, create, develop and undertake original, innovative projects in their field.
d) Work as part of a team and independently in an international or multidisciplinary context.
e) Integrate knowledge, deal with complexity and make judgements with limited information.
f) Offer criticism on and intellectually defend solutions.
Finally, with respect to competencies, doctoral students must:
a) have acquired advanced knowledge at the frontier of their discipline and demonstrated, in the context of internationally recognised scientific research, a deep, detailed and well-grounded understanding of theoretical and practical issues and scientific methodology in one or more research fields;
b) have made an original and significant contribution to scientific research in their field of expertise that has been recognised as such by the international scientific community;
c) have demonstrated that they are capable of designing a research project that serves as a framework for carrying out a critical analysis and assessment of imprecise situations, in which they are able to apply their contributions, expertise and working method to synthesise new and complex ideas that yield a deeper knowledge of the research context in which they work;
d) have developed sufficient autonomy to set up, manage and lead innovative research teams and projects and scientific collaborations (both national and international) within their subject area, in multidisciplinary contexts and, where appropriate, with a substantial element of knowledge transfer;
e) have demonstrated that they are able to carry out their research activity in a socially responsible manner and with scientific integrity;
f) have demonstrated, within their specific scientific context, that they are able to make cultural, social or technological advances and promote innovation in all areas within a knowledge-based society;
g) have demonstrated that they are able to participate in scientific discussions at the international level in their field of expertise and disseminate the results of their research activity to audiences of all kinds.
Number of places
20
Duration of studies and dedication regime
Duration
The maximum period of study for full-time doctoral studies is four years, counted from the date of first enrolment in the relevant programme until the date on which the doctoral thesis is deposited. The academic committee of the doctoral programme may authorise a doctoral candidate to pursue doctoral studies on a part-time basis. In this case, the maximum period of study is seven years from the date of first enrolment in the programme until the date on which the doctoral thesis is deposited. To calculate these periods, the date of deposit is considered to be the date on which the thesis is made publicly available for review.
If a doctoral candidate has a degree of disability equal to or greater than 33%, the maximum period of study is six years for full-time students and nine years for part-time students.
For full-time doctoral candidates, the minimum period of study is two years, counted from the date of an applicant's admission to the programme until the date on which the doctoral thesis is deposited; for part-time doctoral candidates it is four years.
When there are justified grounds for doing so, and the thesis supervisor and academic tutor have given their authorisation, doctoral candidates may request that the academic committee of their doctoral programme exempt them from the requirement to complete this minimum period of study.
Temporary disability leave and leave for the birth of a child, adoption or fostering for the purposes of adoption, temporary foster care, risk during pregnancy or infant feeding, gender violence and any other situation provided for in current regulations do not count towards these periods. Students who find themselves in any of these circumstances must notify the academic committee of the doctoral programme, which must inform the Doctoral School.
Doctoral candidates may request periods of temporary withdrawal from the programme for up to a total of two years. Requests must be justified and addressed to the academic committee responsible for the programme, which will decide whether or not to grant the candidate's request.
Extension of studies
If a doctoral candidate has not applied to deposit their thesis before the expiry of the deadlines specified in the previous section, the academic committee of the doctoral programme may, at the request of the doctoral candidate, authorise an extension of this deadline of one year under the conditions specified for the doctoral programme in question.
Dismissal from the doctoral programme
A doctoral candidate may be dismissed from a doctoral programme for the following reasons:
- The doctoral candidate submitting a justified application to withdraw from the programme.
- The doctoral candidate not having completed their annual enrolment or applied for a temporary interruption.
- The doctoral candidate not having formalised annual enrolment on the day after the end of the authorisation to temporarily interrupt or withdraw from the programme.
- The doctoral candidate receiving a negative reassessment after the deadline set by the academic committee of the doctoral programme to remedy the deficiencies that led to a previous negative assessment.
- The doctoral candidate having been the subject of disciplinary proceedings leading to their suspension or permanent exclusion from the UPC.
- A refusal to authorise the extensions applied for, in accordance with the provisions of Section 3.3 of these regulations.
- The doctoral candidate not having submitted the research plan in the period established in Section 8.2 of these regulations.
- The maximum period of study for the doctoral degree having ended, in accordance with the provisions of Section 3.4 of these regulations.
Dismissal from the programme means that the doctoral candidate cannot continue studying at the UPC and that their academic record will be closed. This notwithstanding, they may apply to the academic committee of the programme for readmission, and the committee must reevaluate the candidate in accordance with the criteria established in the regulations.
A doctoral candidate who has been dismissed due to having exceeded the time limit for completing doctoral studies or due to an unsatisfactory assessment may not be Academic Regulations for Doctoral Studies Universitat Politècnica de Catalunya Page 17 of 33 admitted to the same doctoral programme until at least two years have elapsed from the date of dismissal, as provided for in sections 3.4 and 9.2 of these regulations.
Legal framework
Organization
COORDINATOR:ACADEMIC COMMISSION OF THE PROGRAM:
- Burillo Puig, Pep
- Fuste Pratdesaba, Jaume
- Guardia Rubies, Jordi
- Huguet Casades, Gemma
- Martin de la Torre, Pau
- Muñoz Romero, Jose Javier
- Saludes Closa, Jordi
- Serra Albo, Oriol
- Ventura Capell, Enric
STRUCTURAL UNITS:
- School of Mathematics and Statistics (PROMOTORA)
- Barcelona Supercomputing Center-Centro Nacional de Supercomputación
- Department of Civil and Environmental Engineering
- Department of Mathematics
- Institute of Robotics and Industrial Informatics
https://appliedmathematics.postgrau.upc.edu/en
CONTACT:
School of Mathematics and Statistics
South Diagonal Campus, Building U. C/ Pau Gargallo, 14. 08028 Barcelona
Tel.: 934 015 861
E-mail: doctoma.fme@upc.edu
Agreements with other institutions
Access, admission and registration
Access profile
The doctoral programme in Applied Mathematics is designed for students with abstract reasoning abilities and interest in solving problems, in addition to having good work habits, being dedicated to studying and having a passion for mathematics. Applicants must have a solid background in mathematics. Along this line, the main undergraduate and master’s degrees that will provide access to this doctoral programme are the following:
Undergraduate degrees:
• Bachelor’s degree in Mathematics
• Bachelor’s degree in Physics
Engineering:
• Bachelor’s degree in Computer Science
• Bachelor’s degree in Statistics
• Official master’s degrees in Physics
• Official master’s degrees in Engineering
• Official master’s degrees in Computer Science
Access requirements
As a rule, applicants must hold a Spanish bachelor's degree or equivalent and a Spanish master's degree or equivalent, provided they have completed a minimum of 300 ECTS credits on the two degrees (Royal Decree 43/2015, of 2 February).
Applicants who meet one or more of the following conditions are also eligible for admission:
a) Holders of official Spanish degrees or equivalent Spanish qualifications, provided they have passed 300 ECTS credits in total and they can prove they have reached Level 3 in the Spanish Qualifications Framework for Higher Education.
b) Holders of degrees awarded in foreign education systems in the European Higher Education Area (EHEA), which do not require homologation, who can prove that they have reached Level 7 in the European Qualifications Framework, provided the degree makes the holder eligible for admission to doctoral studies in the country in which it was awarded.
c) Holders of degrees awarded in a country that does not belong to the EHEA, which do not require homologation, on the condition that the University is able to verify that the degree is of a level equivalent to that of official university master's degrees in Spain and that it makes the holder eligible for admission to doctoral studies in the country in which it was awarded.
d) Holders of another doctoral degree.
e) Holders of an official university qualification who, having been awarded a post as a trainee in the entrance examination for specialised medical training, have successfully completed at least two years of training leading to an official degree in a health sciences specialisation.
Legal framework
Admission criteria and merits assessment
During the admission process, the following elements will be considered (with their associated weights):
• Academic transcript from the applicant’s undergraduate and master’s programmes (70%).
• CV (10%).
• Motivation letter and/or personal interview (10%).
• Two letters of recommendation from professors/researchers (10%).
These criteria will be published on the programme’s web page. The final score will be used as the admission criteria in the case that demand exceeds the number of available seats.
There is no provision for entrance exams or any specific entrance tests. If candidates’ backgrounds in mathematics or the subject of the candidates’ doctoral theses so require, they will be required to take bridging courses in the master’s programme in Advanced Mathematics and Mathematical Engineering (MAMME), the official master’s programme offered by the FME that is associated with this doctoral programme.
Training complements
The academic committee for the programme may require that doctoral students pass specific bridging courses. In such cases, the committee will keep track of the bridging courses completed and establish appropriate criteria to limit their duration. The courses could involve training in research or transversal education, but in no case will candidates be required to enrol in 60 or more ECTS credits.
Depending on the doctoral student activity report, the programme’s Academic Committee may propose measures, in addition to those established by current regulations, that would disassociate candidates who do not meet the established requisites.
Additionally, students who require it based on their previous education and the subject of their thesis, will have to take courses from the master’s programme in Advanced Mathematics and Mathematical Engineering (MAMME) offered by the School of Mathematics and Statistics. A detailed list of the subjects offered is listed hereafter:
• Combinatorics
• Discrete and Algorithmic Geometry
• Mathematical Modelling with Partial Differential Equations
• Computational Mechanics
• Mathematical Models in Biology
• Numerical Methods for Partial Differential Equations
• Algebraic Geometry
• Graph Theory
• Quantitative and Qualitative Methods in Dynamical Systems
• Advanced Course in Partial Differential Equations
• Numerical Methods for Dynamical Systems
• Differentiable Manifolds
Enrolment period for new doctoral students
All up-to-date information can be found on the FME’s web page: https://fme.upc.edu/ca/curs-actual/matricula/estudiants-de-doctorat
More information at the registration section for new doctoral students
Enrolment period
All up-to-date information can be found on the FME’s web page: https://fme.upc.edu/ca/curs-actual/matricula/estudiants-de-doctorat
Monitoring and evaluation of the doctoral student
Formation activities
Procedure for assignment of tutor and thesis director
The academic committee of the doctoral programme assigns a thesis supervisor to each doctoral candidate when they are admitted or enrol for the first time, taking account of the thesis supervision commitment referred to in the admission decision.
The thesis supervisor will ensure that training activities carried out by the doctoral candidate are coherent and suitable, and that the topic of the candidate’s doctoral thesis will have an impact and make a novel contribution to knowledge in the relevant field. The thesis supervisor will also guide the doctoral candidate in planning the thesis and, if necessary, tailoring it to any other projects or activities undertaken. The thesis supervisor will generally be a UPC professor or researcher who holds a doctoral degree and has documented research experience. This includes PhD-holding staff at associated schools (as determined by the Governing Council) and UPC-affiliated research institutes (in accordance with corresponding collaboration and affiliation agreements). When thesis supervisors are UPC staff members, they also act as the doctoral candidate’s tutor.
PhD holders who do not meet these criteria (as a result of their contractual relationship or the nature of the institution to which they are attached) must be approved by the UPC Doctoral School's Standing Committee in order to participate in a doctoral programme as researchers with documented research experience.
The academic committee of the doctoral programme may approve the appointment of a PhD-holding expert who is not a UPC staff member as a candidate’s thesis supervisor. In such cases, the prior authorisation of the UPC Doctoral School's Standing Committee is required. A UPC staff member who holds a doctoral degree and has documented research experience must also be proposed to act as a co-supervisor, or as the doctoral candidate’s tutor if one has not been assigned.
A thesis supervisor may step down from this role if there are justified reasons (recognised as valid by the committee) for doing so. If this occurs, the academic committee of the doctoral programme will assign the doctoral candidate a new thesis supervisor.
Provided there are justified reasons for doing so, and after hearing any relevant input from the doctoral candidate, the academic committee of the doctoral programme may assign a new thesis supervisor at any time during the period of doctoral study.
If there are academic reasons for doing so (an interdisciplinary topic, joint or international programmes, etc.) and the academic committee of the programme gives its approval, an additional thesis supervisor may be assigned. Supervisors and co-supervisors have the same responsibilities and academic recognition.
The maximum number of supervisors of a doctoral thesis is two: a supervisor and a co-supervisor.
For theses carried out under a cotutelle agreement or as part of an Industrial Doctorate, if necessary and if the agreement foresees it this maximum number of supervisors may not apply. This notwithstanding, the maximum number of supervisors belonging to the UPC is two.
Permanence
The maximum period of study for full-time doctoral studies is four years, counted from the date of first enrolment in the relevant programme until the date on which the doctoral thesis is deposited. The academic committee of the doctoral programme may authorise a doctoral candidate to pursue doctoral studies on a part-time basis. In this case, the maximum period of study is seven years from the date of first enrolment in the programme until the date on which the doctoral thesis is deposited. To calculate these periods, the date of deposit is considered to be the date on which the thesis is made publicly available for review.
If a doctoral candidate has a degree of disability equal to or greater than 33%, the maximum period of study is six years for full-time students and nine years for part-time students.
If a doctoral candidate has not applied to deposit their thesis before the expiry of the deadlines specified in the previous section, the academic committee of the doctoral programme may, at the request of the doctoral candidate, authorise an extension of this deadline of one year under the conditions specified for the doctoral programme in question.
Dismissal from the doctoral programme
A doctoral candidate may be dismissed from a doctoral programme for the following reasons:
- The doctoral candidate submitting a justified application to withdraw from the programme.
- The doctoral candidate not having completed their annual enrolment or applied for a temporary interruption.
- The doctoral candidate not having formalised annual enrolment on the day after the end of the authorisation to temporarily interrupt or withdraw from the programme.
- The doctoral candidate receiving a negative reassessment after the deadline set by the academic committee of the doctoral programme to remedy the deficiencies that led to a previous negative assessment.
- The doctoral candidate having been the subject of disciplinary proceedings leading to their suspension or permanent exclusion from the UPC.
- A refusal to authorise the extensions applied for, in accordance with the provisions of Section 3.3 of these regulations.
- The doctoral candidate not having submitted the research plan in the period established in Section 8.2 of these regulations.
- The maximum period of study for the doctoral degree having ended, in accordance with the provisions of Section 3.4 of these regulations.
Dismissal from the programme means that the doctoral candidate cannot continue studying at the UPC and that their academic record will be closed. This notwithstanding, they may apply to the academic committee of the programme for readmission, and the committee must reevaluate the candidate in accordance with the criteria established in the regulations.
A doctoral candidate who has been dismissed due to having exceeded the time limit for completing doctoral studies or due to an unsatisfactory assessment may not be Academic Regulations for Doctoral Studies Universitat Politècnica de Catalunya Page 17 of 33 admitted to the same doctoral programme until at least two years have elapsed from the date of dismissal, as provided for in sections 3.4 and 9.2 of these regulations.
Legal framework
Learning resources
Through the doctoral programme, the university provides candidates with a place to study and work. Similarly, candidates may use all of the resources that the university has to offer. Especially useful are the bibliographic resources, available digitally or on paper via the university’s library and documentation system.
Doctoral Theses
List of authorized thesis for defense
NO RESULTS: there are no theses in this list.
Last update: 10/12/2025 05:46:18.
List of lodged theses
NO RESULTS: there are no theses in this list.
Last update: 10/12/2025 05:31:24.
List of defended theses by year
- ABUASAKER, WALAA: A contribution to group decision aiding by means of multi-perceptual unbalanced linguistic assessmentsAuthor: ABUASAKER, WALAA
Thesis link: http://hdl.handle.net/10803/695412
Programme: DOCTORAL DEGREE IN APPLIED MATHEMATICS
Department: Department of Mathematics (MAT)
Mode: Normal
Reading date: 23/09/2025
Thesis director: SANCHEZ SOLER, MONICA | AGELL JANÉ, NÚRIACommittee:
PRESIDENT: GARCIA LAPRESTA, JOSE LUIS
SECRETARI: GIBERT OLIVERAS, CARINA
VOCAL: TRAVÉ MASSUYÈS, LOUISE
Thesis abstract: In decision-aiding environments under uncertainty, assessments are often expressed in linguistic terms whose meanings can vary significantly between individuals. In this thesis, this variation is modeled through the concept of a linguistic perceptual map, grounded in the lattice structure of hesitant fuzzy linguistic term sets. Each individual or group is associated with a unique linguistic perceptual map reflecting their interpretation of linguistic assessments. This doctoral research introduces a novel framework for projecting and aggregating individual assessments onto a common perceptual map, enabling the derivation of a central opinion and an associated measure of consensus. This thesis extensively studies the mathematical properties of the projection function. The thesis provides a theorem proving that the projection function is a monomorphism between lattices. In addition, it is also proven that this projection function preserves crucial order relations. Furthermore, this thesis progresses beyond existing research by introducing an interpretation function. This function facilitates the translation of the aggregated result from the common perceptual map back to each individual’s original linguistic perceptual map. The properties of the interpretation function are also subject to analysis, demonstrating its role in preserving previous order relations, despite not being a morphism. This doctoral research presents a multi-perceptual collective decision-aiding methodology built on the mathematical concepts introduced in this work. Finally, to illustrate the practicality of the proposed methodology, it is applied to three real-world case studies. The first analyzes data of ratings from the Amazon Books platform, the second considers data from the Too Good To Go platform to explore public interest in food waste reduction, and the third examines data of news coverage across European countries concerning the Israel-Gaza war.
- DE OLAZÁBAL, RAMIRO: Advancing solver performance in large-scale computational fluid dynamics: generalizing the linelet preconditioner for the pressure correction equationAuthor: DE OLAZÁBAL, RAMIRO
Thesis link: http://hdl.handle.net/10803/694487
Programme: DOCTORAL DEGREE IN APPLIED MATHEMATICS
Department: School of Mathematics and Statistics (FME)
Mode: Normal
Reading date: 12/05/2025
Thesis director: LEHMKUHL BARBA, ORIOL | VÁZQUEZ, MARIANOCommittee:
PRESIDENT: LÖHNER, RAINALD
SECRETARI: CALAFELL SANDIUMENGE, JOAN
VOCAL: MOULINEC, CHARLES
Thesis abstract: This thesis presents the Global Linelet Preconditioner (GLP), a preconditioning strategy designed to overcome these limitations and improve scalability in extreme-scale Computational Fluid Dynamics (CFD) applications. The method extends and generalizes the traditional linelet approach by introducing a communication step within the preconditioning operation, allowing interdomain coupling and preserving connectivity across partition boundaries. This modification significantly enhances convergence rates in highly anisotropic meshes by ensuring that the strongest couplings in the linear system are treated effectively, regardless of domain decomposition constraints. A key contribution of this work is the development of a purely algebraic linelet construction algorithm, which eliminates the need for geometric information when defining linelets. While conventional methods rely on explicit mesh structures to determine anisotropic directions, the algebraic approach constructs linelets based solely on matrix properties, allowing greater flexibility and applicability to general unstructured meshes. Furthermore, the geometric-based construction was also explored and integrated within the framework, demonstrating superior performance in structured meshes with well-defined anisotropic features. The comparison between the geometric and algebraic approaches revealed that while the former achieves better performance when clear directional stiffness is present, the latter provides a robust alternative when mesh topology is complex or unavailable. The effectiveness of GLP was assessed through extensive numerical experiments, including benchmark problems and real-world CFD applications such as the 30P30N high-lift airfoil, the Stanford diffuser, and the DrivAer model. Results demonstrated that GLP significantly improves solver convergence over existing preconditioners, including previous versions of the linelet preconditioner, particularly in cases where a high percentage of elements lie within the boundary layer. Performance analyses revealed that while GLP incurs a higher preprocessing cost due to linelet construction and communication, these overheads are outweighed by the substantial reduction in solver iterations, leading to overall computational savings in large-scale simulations. In addition to improving convergence, GLP introduces a partition-agnostic formulation, making it independent of the domain decomposition strategy. Unlike traditional preconditioners, which are sensitive to mesh partitioning, GLP maintains its numerical performance across varying decomposition configurations, enabling more flexible and balanced parallel execution. The parallel implementation of the method, tailored for High Performance Computing environments, ensures scalability across a wide range of core counts, as demonstrated by detailed scalability analyses.
- LAMAS RODRÍGUEZ, JOSÉ: Oscillatory motions, parabolic orbits and collision orbits in the planar circular restricted three-body problemAuthor: LAMAS RODRÍGUEZ, JOSÉ
Thesis link: http://hdl.handle.net/10803/695033
Programme: DOCTORAL DEGREE IN APPLIED MATHEMATICS
Department: School of Mathematics and Statistics (FME)
Mode: Normal
Reading date: 14/07/2025
Thesis director: MARTINEZ-SEARA ALONSO, MARIA TERESA | GUARDIA MUNARRIZ, MARCELCommittee:
PRESIDENT: FONTICH JULIA, ERNEST
SECRETARI: BALDOMA BARRACA, INMACULADA CONCEPCION
VOCAL: HARO PROVINCIALE, ÀLEX
Thesis abstract: The planar circular restricted three body problem (PCRTBP) models the motion of a massless body under the attraction of other two bodies, the primaries, which describe circular orbits around their common center of mass. In a suitable system of coordinates, this is a two degrees of freedom Hamiltonian system. The orbits of this system are either defined for all (future or past) time or eventually go to collision with one of the primaries. For orbits defined for all time, Chazy provided a classification of all possible asymptotic behaviors, usually called final motions.By considering a sufficiently small mass ratio between the primaries, we analyze the interplay between collision orbits and various final motions and construct several types of dynamics.We show that orbits corresponding to any combination of past and future final motions can be created to pass arbitrarily close to either one of the primaries. In particular, we also establish oscillatory motions accumulating to collisions. That is, oscillatory motions in both position and velocity, meaning that as time tends to infinity, the superior limit of the position and velocity is infinity while the inferior limit of the distance to one of the primaries is zero. Additionally, we construct arbitrarily large ejection-collision orbits (orbits which experience collision in both past and future times) and periodic orbits that are arbitrarily large and get arbitrarily close to either one of the primaries. Combining these results, we construct ejection-collision orbits connecting both primaries.
- MORENO GONZÁLEZ, ROMÁN: The role of resonances in Arnold diffusionAuthor: MORENO GONZÁLEZ, ROMÁN
Thesis link: http://hdl.handle.net/10803/695079
Programme: DOCTORAL DEGREE IN APPLIED MATHEMATICS
Department: School of Mathematics and Statistics (FME)
Mode: Normal
Reading date: 15/07/2025
Thesis director: MARTINEZ-SEARA ALONSO, MARIA TERESA | BALDOMA BARRACA, INMACULADA CONCEPCIONCommittee:
PRESIDENT: FONTICH JULIA, ERNEST
SECRETARI: MARTIN DE LA TORRE, PAU
VOCAL: FLORIO, ANNA
Thesis abstract: This thesis presents contributions to the areas of exponentially small splitting of separatrices and Arnold diffusion in the context of theory of perturbation in Hamiltonian systemsIn the first chapter que study the problem of exponentially small splitting in planar Hamiltonian systems of one and a half degrees of freedom with a chomoclinic connections under the effect of a fast periodic perturbation. The literature provides different asymptotic formulas to measure the distance between the invariant manifolds in this context. In many cases, these formulas consist in a validation of the classical Melnikov approximation. In others, an alternative more sophisticated first order of the splitting based on what is referred to as inner equation has to be given. In both cases, the validity of the formulas depends on certain non-degeneracy conditions that ensures that the leading term does not vanish. The question we address is how we can describe the splitting when the non-degeneracy conditions are not met in a family of planar systems. Our result shows that the order of the splitting changes under the degeneracy conditions, but the inner equation is still valid a a tool to describe the splitting. After establishing the general results, we study with more depth the case of the classical pendulum, which is, in turn, motivated by a possible relation to Arnold's model of diffusion. For the pendulum we introduce an explicit formula for the splitting distance in a simple case of the perturbation and we illustrate a more complex case by a numerical exploration.The second chapter centers on the generalized Arnold model. The original model was used to give, for the first time, an example of global instability in a nearly integrable system under the hypothesis that one of the perturbative parameters is exponentially small with respect to the other. In particular, Arnold proved that there exist a orbits that drift in one of the action following a chain of invariant tori at the resonance I_1=0. In a posterior result, D. Sauzin proposed a generalized version that extends the number of dimensions and generalizes the temporal dependence of the perturbation. The author studied the exponentially small character of the splitting for the tori of the aforementioned family and he gave precise exponentially small bounds. In this work we revisit the generalized Arnold model —restricted to two and a half degrees of freedom— with the aim of centering on the heteroclinic connections between invariant tori around double resonances. Our result gives explicit conditions that ensure the existence of a family of heteroclinic connections of algebraig length in the perturbative parameters. In particular, we show that, for a double resonance (0,p/q), the existence of two families of heteroclinic connections of length d ~ ε q exp(-q) under the restrictionn μ ~ √ε. The constant that determine exactly the restrictions on the parameters and the length of the connections depend on the double strongly on the resonance under consideration. We also include a comment on the possible application of the result to the construction of transition chains, even though, for the moment, we have not obtained any significant result in this direction. Our methods consist in techniques of analysis of exponentially small phenomena based on the Hamilton-Jacobi formalism. Besides, we exploit the advantage posed by usinng double ressonances, as the process of establishing the dominance of certain harmonics in exponentially small functions of two periodic functions is greatly simplified.
- PARDO ARAUJO, MARTA: Understanding the impact of climate and human mobility on the spread of invasive mosquito vectors and diseasesAuthor: PARDO ARAUJO, MARTA
Thesis link: http://hdl.handle.net/10803/695488
Programme: DOCTORAL DEGREE IN APPLIED MATHEMATICS
Department: School of Mathematics and Statistics (FME)
Mode: Normal
Reading date: 03/10/2025
Thesis director: BARTUMEUS FERRÉ, FREDERIC | ALONSO GIMENEZ, DAVIDCommittee:
PRESIDENT: LOWE, RACHEL
SECRETARI: GUILLAMON GRABOLOSA, ANTONI
VOCAL: MARINI, GIOVANNI
Thesis abstract: Global change, driven by climate shifts, habitat alteration, and human activity, has accelerated the spread of invasive species and pathogens into previously unaffected regions. Once established, these species can disrupt ecosystems, introduce diseases, and threaten public health and economies. In Europe, this has been evident through the COVID-19 pandemic and recent dengue outbreaks in Mediterranean countries. The latter driven by: the arrival and establishment of mosquito vectors, the subsequent regional spread of these vectors, and the arrival of infected individuals from dengue endemic areas. The combination of global transportation networks and increasingly favourable conditions for invasive species has made their tracking and prevention particularly challenging. In response, recent advances in technology and mathematical modelling have enhanced our ability to understand and address these challenges. This thesis investigates how climate and human mobility influence the spread of invasive mosquito vectors and associated diseases.Aedes mosquitoes are invasive vectors that are colonizing various regions in Europe. In this thesis we focus on: Aedes albopictus, Aedes aegypti, Aedes koreicus, and Aedes japonicus, with particular emphasis on Ae. albopictus, the main vector responsible for recent dengue outbreaks in Europe. As ectothermic organisms, mosquitoes are highly sensitive to environmental conditions; their development rates and the time needed to become infectious are strongly temperature-dependent. In this work, we examine how environmental factors, including temperature, rainfall, human population density, and land use, affect the population dynamics of these species and how these factors relate to their current spatial distribution. We calculated the mosquito reproduction number, which we used as an indicator of habitat suitability. Our results reveal that the four species possess unique thermal performance profiles. Ae. aegypti showed the highest optimal temperature, whereas \textit{Ae. japonicus} had the lowest. We further investigate the impact of human mobility on the spread of \textit{Ae. albopictus} in Spain using a metapopulation model enriched with high-resolution mosquito occurrence and human mobility data. Our results show that human movement is a key driver of mosquito spread, with both natural and human-mediated dispersal jointly promoting complex and multi-scale spreading. We observed a minor influence of climate on spread dynamics, highlighting dispersal as the primary factor shaping the spatial distribution of the species. Additionally, we identified a minimum temperature threshold of -12°C which hinders Ae. albopictus establishment. Finally, this thesis examines how human mobility affects disease spread within a connected system, considering two mobility types: commuting (short-term, round-trip movement) and migration (long-term or permanent relocation). By applying random matrix theory, we derived a threshold equivalent to the basic reproduction number and identified the main drivers of disease propagation. Our results show that the average commuting rate plays a crucial role in disease distribution across the system. This result aligns with our findings on mosquito invasion dynamics, where human mobility similarly governs the distribution of colonized patches.
- PEREZ ESCUDERO, SERGI: Finite element computational modeling of flexoelectricity and flexo-photovoltaicsAuthor: PEREZ ESCUDERO, SERGI
Thesis link: http://hdl.handle.net/10803/695034
Programme: DOCTORAL DEGREE IN APPLIED MATHEMATICS
Department: School of Mathematics and Statistics (FME)
Mode: Normal
Reading date: 15/07/2025
Thesis director: FERNANDEZ MENDEZ, SONIA | ARIAS VICENTE, IRENECommittee:
PRESIDENT: GIL RUIZ, ANTONIO JAVIER
SECRETARI: MUIXÍ BALLONGA, ALBA
VOCAL: ORTIGOSA MARTÍNEZ, ROGELIO
Thesis abstract: This PhD focuses on the numerical modeling of flexoelectricity and flexo-photovoltaics, both at infinitesimal and finite deformations, using standard C0 Finite Element (FE) approximations.On one side, an alternative formulation to the drift-diffusion semiconductor modeling equations, relying on adimensionalized logarithmic quantities, is developed. The FE implementation of both formulations in an in-house MATLAB code is able to reproduce benchmark problems, demonstrating the benefit of the logarithmic formulation in convection-dominated scenarios, where coarser meshes are able to provide solutions without spurious oscillations. Furthermore, two non-linear solvers are assessed and compared: a monolithic Newton-Raphson method and the Gummel method.On the other side, the focus is placed on the development of the extension of C0 Interior Penalty formulations for the solution of the partial differential equations (PDE) modeling linear flexoelectricity, including additional converse flexoelectricity and gradient dielectricity effects, and on the development of a combined C0 Interior Penalty Newton-Raphson method for the solution of the non-linear PDE modeling flexoelectricity at finite strains. The proposed schemes are able to avoid the drawbacks of C1 approximation spaces or mixed formulations, enabling the solution of fourth-order PDE by standard FE approximations. The computational implementation of the developed numerical schemes has shown the expected high-order convergence of the methods, and is able to reproduce benchmark problems. Moreover, the developed frameworks are extended, incorporating generalized periodicity boundary conditions, to reproduce apparent piezoelectric metamaterials at large deformations.Finally, the coupling of flexoelectricity and semiconductor modeling is carried out. Proof of concept experiments, simulated with the FE solution of the proposed coupled continuum model at infinitesimal deformations, are reported, comparing the obtained results with standard photovoltaic simulations. In addition, the thesis provides a continuum modeling approach for the flexo-photovoltaic effect at finite deformations.
- VILAR ALGUERÓ, RICARD: Quantum analogs of classical codesAuthor: VILAR ALGUERÓ, RICARD
Thesis link: http://hdl.handle.net/10803/694186
Programme: DOCTORAL DEGREE IN APPLIED MATHEMATICS
Department: School of Mathematics and Statistics (FME)
Mode: Normal
Reading date: 28/03/2025
Thesis director: BALL MARKS, SIMEON MICHAELCommittee:
PRESIDENT: FERNANDEZ CORDOBA, CRISTINA
SECRETARI: SERRA ALBO, ORIOL
VOCAL: FARRÀS VENTURA, ORIOL
Thesis abstract: The main focus of this thesis are stabilizer codes, a type of error-correcting code used to correct quantum information that has been corrupted by noise. We introduce several new general constructions of stabilizer codes. In particular we use one of the constructions to construct quantum cyclic redundancy check codes, an error-correcting code which is used in classical information to correct burst errors. We show how to use a quantum version of such codes to correct burst errors on systems of quantum bits. We include a geometric description of stabilizer codes, extending previous constructions which work only for the qubit case to quantum systems in which the quantum particles have local dimension p, where p is any prime number. Finally, we reduce the problem of ascertaining when a generalised Reed-Solomon code is contained in its Hermitian dual and therefore can be used to construct a stabilizer code. This reduction allows us to determine the shortest and longest length of generalised Reed-Solomon codes which are contained in their Hermitian dual, verifying a conjecture of Grassl and Rotteler.
Last update: 10/12/2025 06:02:34.
Theses related publications
| Encara no hi ha publicacions associades a tesis d'aquest programa. Aún no hay publicaciones asociadas a tesis de este programa. There are no publications associated with theses from this program yet. |
Research projects
| START DATE | END DATE | ACTIVITY | FINANCING ENTITY |
|---|---|---|---|
| 01/10/2023 | 30/09/2027 | Unveiling Earth’s Critical Resources for Clean Energy and a Sustainable Future | Commission of European Communities |
| 01/10/2023 | 30/06/2026 | Cátedra CARISMATICA, Cátedra de ciberseguridad ISg-MAk de la Universitat Politècnica de Catalunya | S M E INST NAL DE CIBERSEGURIDAD DE |
| 01/09/2023 | 31/08/2026 | Interacción entre módulos físicos y regulatorios en la función biológica: de modelos matemáticos a biología sintética | AGENCIA ESTATAL DE INVESTIGACION |
| 01/06/2023 | 31/05/2025 | Red Temática de Matemática Discreta y Algorítmica | AGENCIA ESTATAL DE INVESTIGACION |
| 23/05/2023 | 31/12/2024 | Ajuts als grups de recerca AGRUPS 2023 | Universitat Politècnica de Catalunya |
| 01/05/2023 | 30/04/2026 | Electrified Single Stage Ammonia Cracking to Compressed Hydrogen | Commission of European Communities |
| 01/01/2023 | 31/12/2025 | Xarxa R+D+I en Tecnologies de la Salut (Xartec Salut) | AGAUR. Agència de Gestió d'Ajuts Universitaris i de Recerca |
| 01/01/2023 | 30/06/2023 | Donació pel 39th European Workshop Comput. Geometry | OMRON ELECTRONICS IBERIA SA |
| 01/01/2023 | 31/12/2025 | Xarxa d’Innovació de Noves Tecnologies en Salut Mental | AGAUR. Agència de Gestió d'Ajuts Universitaris i de Recerca |
| 01/01/2023 | 31/12/2025 | HUB D'INNOVACIÓ PEDIÀTRICA | Fondo Europeo de Desarrollo Regional |
| 01/01/2023 | 31/08/2025 | Grup de Sistemes Dinàmics de la UPC. Ajuts als grups de recerca (AGRUPS-2023). | Universitat Politècnica de Catalunya |
| 01/01/2023 | 31/08/2025 | Grup Recerca Acreditat SGR. Grup de Sistemes Dinàmics de la UPC (UPCDS) | Agència de Gestió d'Ajuts Universitaris de Recerca |
| 01/12/2022 | 30/11/2024 | Gemelos digitales para la monitorización de la condición de aerogeneradores. | AGENCIA ESTATAL DE INVESTIGACION |
| 01/12/2022 | 30/11/2024 | Estabilidad en microrredes multi-energía con vectores de electricidad, hidrógeno y gas | AGENCIA ESTATAL DE INVESTIGACION |
| 01/12/2022 | 30/11/2024 | Gestión Eficiente de Sistemas Energéticos incluyendo Almacenamiento de Energía Electroquímico Híbrido mediante Técnicas de Digitalización | AGENCIA ESTATAL DE INVESTIGACION |
| 01/12/2022 | 30/11/2024 | Simulación y visualización de la Erosión y la Degradación Natural debida a actividades Antropogénicas | AGENCIA ESTATAL DE INVESTIGACION |
| 01/12/2022 | 30/11/2024 | Gemelo digital de alta precisión habilitado por computador de altas prestaciones para aplicaciones de sistema eléctrico modernas | AGENCIA ESTATAL DE INVESTIGACION |
| 01/12/2022 | 30/11/2024 | Diseño basado en datos para la optimización de baterías en automoción | AGENCIA ESTATAL DE INVESTIGACION |
| 01/12/2022 | 30/11/2024 | Sistema computacional para el diagnóstico de leucemias agudas y linfomas usando imágenes de células de la sangre: prueba de concepto y plan de valorización tecnológica | AGENCIA ESTATAL DE INVESTIGACION |
| 01/12/2022 | 30/11/2024 | Computational System for the Diagnosis of Acute Leukemia and Lymphoma from Peripheral Blood Images: Proof of Concept and Roadmap for Technological Valorization | Ministeria de Ciencia e innovación |
| 01/09/2022 | 31/08/2025 | Simulación in silico de la respuesta inmune del sistema glioblastoma-cerebro | AGENCIA ESTATAL DE INVESTIGACION |
| 01/09/2022 | 31/08/2025 | Modelado neuromusculoesquelético y simulación de la recuperación de la función motora mediante rehabilitación robótica de la marcha | AGENCIA ESTATAL DE INVESTIGACION |
| 01/09/2022 | 31/08/2026 | Artificial Intelligence for Wind Turbine Condition Monitoring and Structural Health Monitoring. | AGENCIA ESTATAL DE INVESTIGACION |
| 01/09/2022 | 31/08/2025 | Eliminando barreras técnicas en redes con alta penetración de renovables y electrónica de potencia mediante dispositivos STATCOM y enlaces HVDC basados en grid-forming | AGENCIA ESTATAL DE INVESTIGACION |
| 01/09/2022 | 31/08/2026 | Métodos Geométricos en Teoría de Grupos | AGENCIA ESTATAL DE INVESTIGACION |
| 01/09/2022 | 31/08/2026 | Entornos 3D de alta fidelidad para Realidad Virtual y Computación Visual: geometría, movimiento, interacción y visualización para salud, arquitectura y ciudades | AGENCIA ESTATAL DE INVESTIGACION |
| 01/09/2022 | 31/08/2025 | Métodos Modernos en Mecánica Celeste y Aplicaciones | AGENCIA ESTATAL DE INVESTIGACION |
| 01/09/2022 | 31/08/2025 | Invariant Manifolds, Hamiltonian systems and dynamics in Neuroscience, Epidemiology and Atmosphere | AGENCIA ESTATAL DE INVESTIGACION |
| 01/09/2022 | 31/08/2025 | Métodos Geométricos en Mecánica y Teoría de Campos | AGENCIA ESTATAL DE INVESTIGACION |
| 01/09/2022 | 31/08/2025 | Estabilidad de microrredes formadas por agrupaciones de clusters | AGENCIA ESTATAL DE INVESTIGACION |
| 01/09/2022 | 31/08/2026 | Ecuaciones en Derivadas Parciales: problemas de reacción-difusión, integro-diferenciales, y de la física matemática | AGENCIA ESTATAL DE INVESTIGACION |
| 01/07/2022 | 30/06/2025 | Computational, dynamical and geometrical complexity in fluid dynamics. | FUNDACIÓN BBVA |
| 01/07/2022 | 30/06/2025 | Securing tailings dam infrastructure with an innovative monitoring System | EUROPEAN INST OF INNOV.& TECHNOL. |
| 24/05/2022 | 31/12/2023 | Ajuts als grups de recerca AGRUPS 2022 | Universitat Politècnica de Catalunya |
| 17/03/2022 | 17/03/2022 | Coda4Microbiome | |
| 04/03/2022 | 03/03/2024 | Intermediate filament networks: form biological function to biommetic material resilience | AGENCIA ESTATAL DE INVESTIGACION |
| 01/01/2022 | 31/12/2025 | Hpc EuRopean ConsortiUm Leading Education activitieS | EUROPEAN COMMISSION |
| 01/01/2022 | 31/12/2025 | María de Maeztu Program for Centers and Units of Excellence in R&D (proyecto CEX2020-001084-M). | Agencia Estatal de Investigación |
| 01/01/2022 | 31/12/2026 | ICREA ACADEMIA 2021 | Institució Catalana de Recerca i Estudis Avançats (ICREA) |
| 01/01/2022 | 31/12/2024 | Estimación y control en baterias de flujo redox de Vanadio | AGENCIA ESTATAL DE INVESTIGACION |
| 01/01/2022 | 31/12/2025 | Centre de Recerca Matemàtica | Ministerio de Ciencia e Innovación |
| 01/01/2022 | 31/12/2024 | Geometria de Varietats i Aplicacions | Agència de Gestió d'Ajuts Universitaris i de Recerca (Agaur) |
| 01/12/2021 | 31/08/2024 | Biblioteca creíble de rutinas fundamentales e interfaces para la industria | AGENCIA ESTATAL DE INVESTIGACION |
| 01/10/2021 | 30/09/2024 | Programa de Becas de doctorado INPHiNIT/'La Caixa/' en Universidades y Centros de Investigación españoles y portugueses | FUNDACIO LA CAIXA |
| 01/09/2021 | 31/01/2022 | Desarrollo de técnicas no invasivas para el diagnóstico de la salud estructural de los hornos FC-150 y FC-01 de la empresa Cerro Matoso SA | Cerro Matoso SA |
| 01/09/2021 | 31/08/2024 | Combinatoria: nuevas tendencias y aplicaciones | AGENCIA ESTATAL DE INVESTIGACION |
| 01/09/2021 | 31/08/2025 | Dinámica de sistemas celulares contráctiles guiada por adhesión intercel·lular | AGENCIA ESTATAL DE INVESTIGACION |
| 01/09/2021 | 31/08/2024 | Ingeniería computacional basada en simulación de aprendizaje automático | AGENCIA ESTATAL DE INVESTIGACION |
| 01/09/2021 | 31/08/2024 | Scientific Machine Learning for computational Engineering: machine learning for data-driven modeling | Agencia Estatal de Investigación |
| 01/07/2021 | 31/12/2022 | Collaboration contract relating to data-driven models | SHAOXING UNIVERSITY |
| 17/06/2021 | 17/06/2021 | hiperlife | |
| 23/05/2021 | 23/05/2021 | Morphable sheet structure. | |
| 01/05/2021 | 30/04/2026 | Ayuda adicional RyC2019-026784-I para la ejecución de actividades de investigación | AGENCIA ESTATAL DE INVESTIGACION |
| 01/04/2021 | 31/12/2021 | dynamiC spEed Limits compliancE for optimiSed Traffic managEment | EUROPEAN INST OF INNOV.& TECHNOL. |
| 01/03/2021 | 30/11/2021 | Exploración de daños en las paredes de un horno de fundición de ferroníquel líneas 1 y 2 de Cerro Matoso | Universidad Santo Tomás |
| 01/01/2021 | 30/04/2026 | Randomness and learning in networks | Commission of European Communities |
| 01/12/2020 | 31/12/2024 | Ampliació del contracte de col·laboració en R+D amb CIMNE | CENTRE INTERNACIONAL DE METODES NUM |
| 01/11/2020 | 30/11/2022 | Formación Doctoral en Mecanobiológía y Bioingniería | AGENCIA ESTATAL DE INVESTIGACION |
| 15/08/2020 | 31/12/2022 | Xarxa R+D+I en Tecnologies de la Salut (XarTEC SALUT) | AGAUR. Agència de Gestió d'Ajuts Universitaris i de Recerca |
| 01/07/2020 | 31/12/2022 | Xarxa Fourth Industrial Revolution | AGAUR. Agència de Gestió d'Ajuts Universitaris i de Recerca |
| 01/07/2020 | 31/12/2022 | Red de Innovación de Nuevas Tecnologías en Salud Mental (TECSAM) | Fondos FEDER |
| 01/06/2020 | 29/02/2024 | Conexión entre la bio-quemo-mecánica subcelular y la dinámica activa de materiales epiteliales mediante modelización y computación multiescala | AGENCIA ESTATAL DE INVESTIGACION |
| 01/06/2020 | 31/05/2024 | Geometría, Álgebra, Topología y Aplicaciones Multidisciplinares | AGENCIA ESTATAL DE INVESTIGACION |
| 01/06/2020 | 31/05/2024 | Teoría y aplicaciones de configuraciones de puntos y redes | AGENCIA ESTATAL DE INVESTIGACION |
| 01/06/2020 | 29/02/2024 | Criptografía para retos digitales emergentes: escenarios multi-usuario y seguridad post-cuántica | AGENCIA ESTATAL DE INVESTIGACION |
| 01/06/2020 | 30/11/2023 | Hematopatología computacional: soluciones de aprendizaje profundo para el diagnóstico de enfermedades hematológicas a partir de imágenes de células de sangre periférica. | AGENCIA ESTATAL DE INVESTIGACION |
| 01/06/2020 | 31/05/2024 | Juegos de votación y cooperación con aplicaciones a las redes sociales y a las ciencias políticas | AGENCIA ESTATAL DE INVESTIGACION |
| 01/06/2020 | 31/05/2023 | Hematología computacional: soluciones de aprendizaje profundo para el diagnóstico de enfermedades hematológicas a partir de imágenes de células de sangre periférica (CellsiMaticDeep) | Ministerio de Ciencia e Innovación |
| 06/03/2020 | 06/03/2022 | Estudio comparativo de tecnologías y soluciones en aprendizaje profundo (deep learning) para el diagnóstico de averías en aerogeneradores. | ITESTIT,S.L. |
| 03/03/2020 | 31/12/2022 | Hub d'Innovació Pediàtrica | Fondos FEDER |
| 01/03/2020 | 31/12/2022 | Centre de Recerca i Transferència en Salut Mental (CRETSAM) | Fondos FEDER |
| 01/03/2020 | 30/11/2020 | Diseño de un sistema para la localización de daños en estructuras metálicas y de material compuesto expuestas a cambios de temperatura (Etapa II) | Universidad Santo Tomás |
| 12/02/2020 | 12/02/2020 | Lattice structure with piezoelectric behavior, a force or movement sensor and an actuator containing said lattice structure | |
| 01/01/2020 | 31/12/2022 | Red de ecuaciones en derivadas parciales no locales y aplicaciones | AGENCIA ESTATAL DE INVESTIGACION |
| 01/01/2020 | 31/12/2021 | Integración de energías renovables mediante sistemas de corriente continua de media tensión | Agencia Estatal de Investigación |
| 01/01/2020 | 31/12/2021 | Red Temática de Cálculo Simbólico, Algebra computacional y Aplicaciones | Ministerio de Ciencia, Innovación y Universidades |
| 27/12/2019 | 27/09/2021 | Hydrogen lab for the modernisation and technological transformation of the city of Barcelona | INSTITUT DE CULTURA DE BARCELONA |
| 04/11/2019 | 30/10/2020 | Internacionalització de la web educativa corresponent al projecte docent Numerical Factory (https://numfactory.upc.edu). Elaboració de nous materials desenvolupats amb les eines de Matlab. | The Marthworks Inc |
| 01/09/2019 | 31/01/2020 | Bernstein-Sato polynomials and related invariants | MINISTERIO DE CIENCIA, INNOVACIÓN Y UNIVERSIDADES |
| 01/09/2019 | 01/09/2021 | Diagnostic methods by means of images and machine learning | SIEMENS HEALTHCARE DIAGNOSTICS, S.L |
| 01/07/2019 | 30/06/2021 | Red Temática de Cálculo Simbólico, Álgebra Computacional y Aplicaciones | Ministerio de Ciencia e Innovación |
| 01/07/2019 | 30/06/2021 | Red de Geometria Algebraica y Singularidades | Ministerio de Ciencia e Innovación |
| 01/06/2019 | 31/05/2020 | Guiado mecánico de la migración celular | AGENCIA ESTATAL DE INVESTIGACION |
| 20/05/2019 | 31/12/2019 | Informe per validar les especificacions d'un protocol de votació electrònica. | SCYTL Secure Electronic Voting S.A. |
| 06/05/2019 | 30/11/2022 | A computational tool to elucidate the mechanobiological regulation of limb development | Commission of European Communities |
| 01/03/2019 | 30/11/2019 | Diseño de un sistema para la localización de daños en estructuras metálicas y de material compuesto expuestas a cambios de temperatura (Etapa I) | Universidad Santo Tomás |
| 01/01/2019 | 31/12/2023 | PREMI ICREA ACADEMIA | INSTITUCIO CAT DE RECERCA I |
| 01/01/2019 | 30/09/2022 | Geometría-Física-Control y Aplicaciones | AGENCIA ESTATAL DE INVESTIGACION |
| 01/01/2019 | 30/09/2022 | Simulación in vivo del efecto de la pioxia y la dosis del fármaco en el crecimiento del glioblastoma | AGENCIA ESTATAL DE INVESTIGACION |
| 01/01/2019 | 30/09/2022 | Modelización y computación para una nueva generación de celdas flexo-fotovoltaicas (FlexoPVComp) | AGENCIA ESTATAL DE INVESTIGACION |
| 01/01/2019 | 30/09/2022 | Estabilidad de redes MVDC integrando tecnologías de energías renovables, almacenamiento de energía y convertidores de fuente de impedancia | AGENCIA ESTATAL DE INVESTIGACION |
| 01/01/2019 | 30/09/2022 | Dinámica Asociada a Conexiones entre Objetos Invariantes con Aplicaciones a la Neurociencia y la Mecánica | AGENCIA ESTATAL DE INVESTIGACION |
| 01/01/2019 | 30/09/2022 | Mecánica Celeste: métodos analíticos y numéricos y aplicaciones | AGENCIA ESTATAL DE INVESTIGACION |
| 01/01/2019 | 30/09/2022 | Control y gestión de energía en vehículos eléctricos híbridos con pilas de combustible | AGENCIA ESTATAL DE INVESTIGACION |
| 01/01/2019 | 30/09/2022 | Estudio matemático de los fallos en cascada en sistemas complejos mediante invariantes y centralidades en grafos. Aplicaciones a redes reales | AGENCIA ESTATAL DE INVESTIGACION |
| 01/01/2019 | 31/12/2021 | Development of novel mathematical and experimental methodologies to control neuronal activity and dissect spatio-temporal neuronal codes | Ministerio de Ciencia, Innovación y Universidades |
| 04/01/2014 | 31/12/2025 | Automatic Classification of Digital Images of Peripheral Blood: Application to the Initial Diagnosis of Leukemias and Lymphomas | Fundación GOTEO |
Teaching staff and research groups
Research groups
UPC groups:
- ACES-Advanced Control of Energy Systems
- ALBCOM-Algorithms, Computational Biology, Complexity and Formal Methods
- CoDAlab-Control, Data and Artificial Intelligence
- COMBGRAPH-Combinatorics, Graph Theory and Applications
- DAMA-UPC-Data Management Group
- DCG-Discrete and Combinatorial Geometry
- gAGE-Research Group of Astronomy and Geomatics
- GAPCOMB-Geometric, Algebraic and Probabilistic Combinatorics
- GEOMVAP-Geometry of Manifolds and Applications
- GIES-Geophysics and Earthquake Engineering
- GNOM-Mathematical Optimization Group
- GRAA-Research Group in Applied Analysis
- GREC-Knowledge Engineering Research Group
- GRHCT-Group of Research on History of Science and Technology
- GRTJ-Game Theory Research Group
- INSIDE-Innovation in Systems for Engineering Design and Training
- KEMLG-Knowledge Engineering and Machine Learning Group
- L'AIRE-Laboratory of Aeronautical and Industrial Research and Studies
- LACAN - UPC-Numerical Methods for Applied Sciences and Engineering
- LARCA-Laboratory of Relational Algorithmics, Complexity and Learnability
- MAK-Mathematics Applied to Cryptography
- MAPTHE-Matrix Analysis and Discrete Potential Theory
- SAC-Advanced Control Systems
- SARTI-MAR-Sistemes d'Adquisicio Remota de dades i Tractament de la Informacio en el Medi Mari
- TN-Number Theory Research Group
- VIS-Artificial Vision and Intelligent Systems
Teachers
Doctoral Programme teachers
- Acho Zuppa, Leo
- Alberich Carramiñana, Maria
- Alvarez Montaner, Josep
- Amoros Torrent, Jaume
- Arias Vicente, Irene
- Arroyo Balaguer, Marino
- Baldoma Barraca, Inmaculada
- Ball, Simeon Michael
- Barja Yañez, Miguel Angel
- Batlle Arnau, Carles
- Burillo Puig, Pep
- Cabre Vilagut, Xavier
- Carmona Mejias, Angeles
- Casanellas Rius, Marta
- Codina Rovira, Ramon
- Comellas Padro, Francesc de Paula
- Delshams i Valdes, Amadeu
- Diez Mejia, Pedro
- Encinas Bachiller, Andres Marcos
- Fabrega Canudas, Josep
- Farre Cirera, Rafel
- Fernandez Mendez, Sonia
- Fernandez Sanchez, Jesus
- Ferrer Biosca, Alberto
- Fiol Mora, Miguel Angel
- Franch Bullich, Jaume
- Freixas Bosch, Josep
- Gargallo Peiró, Abel
- Giacomini, Matteo
- Gimenez Pradales, Jose Miguel
- Gracia Sabate, Xavier
- Guillamon Grabolosa, Antoni
- Herranz Sotoca, Javier
- Huemer, Clemens
- Huerta Cerezuela, Antonio
- Huguet Casades, Gemma
- Lario Loyo, Joan C.
- Lazaro Ochoa, Jose Tomas
- Martí Farré, Jaume
- Martin de la Torre, Pau
- Martinez-Seara Alonso, Maria Teresa
- Masdemont Soler, Josep Joaquim
- Massa Esteve, Maria Rosa
- Miranda Galceran, Eva
- Mitjana Riera, Margarida
- Molina Blanco, Santiago
- Molinero Albareda, Xavier
- Mora Gine, Mercè
- Morillo Bosch, Maria Paz
- Muñoz Romero, Jose Javier
- Myers, Timothy
- Noy Serrano, Marc
- Olle Torner, Maria Mercedes
- Perarnau Llobet, Guillem
- Planas Penades, Francesc
- Pozo Montero, Francesc
- Puente del Campo, Maria Albina
- Pujol Vazquez, Gisela
- Quer Bosor, Jordi
- Requilé, Clement
- Rio Doval, Anna
- Roca Navarro, Francisco
- Rodellar Benede, Jose
- Rodriguez del Rio, Oscar
- Rodriguez Ferran, Antonio
- Roman Roy, Narciso
- Rotger Cerdà, Victor
- Rue Perna, Juan Jose
- Ruiz, Eloi
- Saari, Olli
- Saez Viñas, Pablo
- Sainz Sapera, Luis
- Sanchez Soler, Mónica
- Sarrate Ramos, Jose
- Serra Albo, Oriol
- Silveira Isoba, Rodrigo Ignacio
- Soler Villanueva, Jaume
- Susin Sanchez, Antonio
- Ventura Capell, Enric
- Vidal Segui, Yolanda
- Villar Santos, Jorge Luis
External teachers
Trepat, Xavier
Dalfó, Cristina
Gomis, Joaquim
Valdinoci, Enrico
Chinesta, Francisco José
Kurz , Sascha
Larraia, Enrique
Gónzalez, Maria del Mar
Cajas, Juan Carlos
Streng, Marco
López, Susana Clara
Gómez, Gerard
Alvarez, Francesc
Owen, Herbert
Crespo, Maria Teresa
Monleon, Antonio
Fleixas, Gerard
Lugosi, Gabor
Agell, Nuria
Logares, Ramiro
Bose, Prosenjit
Aguado, Jazmín
Fernández, Ramsés
Guitart, Xavier
Ruiz, Eloi
Borrell, Richard
Lehmkuhl, Oriol
Badia, Santiago
Research projects
| START DATE | END DATE | ACTIVITY | FINANCING ENTITY |
|---|---|---|---|
| 01/10/2023 | 30/09/2027 | Unveiling Earth’s Critical Resources for Clean Energy and a Sustainable Future | Commission of European Communities |
| 01/10/2023 | 30/06/2026 | Cátedra CARISMATICA, Cátedra de ciberseguridad ISg-MAk de la Universitat Politècnica de Catalunya | S M E INST NAL DE CIBERSEGURIDAD DE |
| 01/09/2023 | 31/08/2026 | Interacción entre módulos físicos y regulatorios en la función biológica: de modelos matemáticos a biología sintética | AGENCIA ESTATAL DE INVESTIGACION |
| 01/06/2023 | 31/05/2025 | Red Temática de Matemática Discreta y Algorítmica | AGENCIA ESTATAL DE INVESTIGACION |
| 23/05/2023 | 31/12/2024 | Ajuts als grups de recerca AGRUPS 2023 | Universitat Politècnica de Catalunya |
| 01/05/2023 | 30/04/2026 | Electrified Single Stage Ammonia Cracking to Compressed Hydrogen | Commission of European Communities |
| 01/01/2023 | 31/12/2025 | Xarxa R+D+I en Tecnologies de la Salut (Xartec Salut) | AGAUR. Agència de Gestió d'Ajuts Universitaris i de Recerca |
| 01/01/2023 | 30/06/2023 | Donació pel 39th European Workshop Comput. Geometry | OMRON ELECTRONICS IBERIA SA |
| 01/01/2023 | 31/12/2025 | Xarxa d’Innovació de Noves Tecnologies en Salut Mental | AGAUR. Agència de Gestió d'Ajuts Universitaris i de Recerca |
| 01/01/2023 | 31/12/2025 | HUB D'INNOVACIÓ PEDIÀTRICA | Fondo Europeo de Desarrollo Regional |
| 01/01/2023 | 31/08/2025 | Grup de Sistemes Dinàmics de la UPC. Ajuts als grups de recerca (AGRUPS-2023). | Universitat Politècnica de Catalunya |
| 01/01/2023 | 31/08/2025 | Grup Recerca Acreditat SGR. Grup de Sistemes Dinàmics de la UPC (UPCDS) | Agència de Gestió d'Ajuts Universitaris de Recerca |
| 01/12/2022 | 30/11/2024 | Gemelos digitales para la monitorización de la condición de aerogeneradores. | AGENCIA ESTATAL DE INVESTIGACION |
| 01/12/2022 | 30/11/2024 | Estabilidad en microrredes multi-energía con vectores de electricidad, hidrógeno y gas | AGENCIA ESTATAL DE INVESTIGACION |
| 01/12/2022 | 30/11/2024 | Gestión Eficiente de Sistemas Energéticos incluyendo Almacenamiento de Energía Electroquímico Híbrido mediante Técnicas de Digitalización | AGENCIA ESTATAL DE INVESTIGACION |
| 01/12/2022 | 30/11/2024 | Simulación y visualización de la Erosión y la Degradación Natural debida a actividades Antropogénicas | AGENCIA ESTATAL DE INVESTIGACION |
| 01/12/2022 | 30/11/2024 | Gemelo digital de alta precisión habilitado por computador de altas prestaciones para aplicaciones de sistema eléctrico modernas | AGENCIA ESTATAL DE INVESTIGACION |
| 01/12/2022 | 30/11/2024 | Diseño basado en datos para la optimización de baterías en automoción | AGENCIA ESTATAL DE INVESTIGACION |
| 01/12/2022 | 30/11/2024 | Sistema computacional para el diagnóstico de leucemias agudas y linfomas usando imágenes de células de la sangre: prueba de concepto y plan de valorización tecnológica | AGENCIA ESTATAL DE INVESTIGACION |
| 01/12/2022 | 30/11/2024 | Computational System for the Diagnosis of Acute Leukemia and Lymphoma from Peripheral Blood Images: Proof of Concept and Roadmap for Technological Valorization | Ministeria de Ciencia e innovación |
| 01/09/2022 | 31/08/2025 | Simulación in silico de la respuesta inmune del sistema glioblastoma-cerebro | AGENCIA ESTATAL DE INVESTIGACION |
| 01/09/2022 | 31/08/2025 | Modelado neuromusculoesquelético y simulación de la recuperación de la función motora mediante rehabilitación robótica de la marcha | AGENCIA ESTATAL DE INVESTIGACION |
| 01/09/2022 | 31/08/2026 | Artificial Intelligence for Wind Turbine Condition Monitoring and Structural Health Monitoring. | AGENCIA ESTATAL DE INVESTIGACION |
| 01/09/2022 | 31/08/2025 | Eliminando barreras técnicas en redes con alta penetración de renovables y electrónica de potencia mediante dispositivos STATCOM y enlaces HVDC basados en grid-forming | AGENCIA ESTATAL DE INVESTIGACION |
| 01/09/2022 | 31/08/2026 | Métodos Geométricos en Teoría de Grupos | AGENCIA ESTATAL DE INVESTIGACION |
| 01/09/2022 | 31/08/2026 | Entornos 3D de alta fidelidad para Realidad Virtual y Computación Visual: geometría, movimiento, interacción y visualización para salud, arquitectura y ciudades | AGENCIA ESTATAL DE INVESTIGACION |
| 01/09/2022 | 31/08/2025 | Métodos Modernos en Mecánica Celeste y Aplicaciones | AGENCIA ESTATAL DE INVESTIGACION |
| 01/09/2022 | 31/08/2025 | Invariant Manifolds, Hamiltonian systems and dynamics in Neuroscience, Epidemiology and Atmosphere | AGENCIA ESTATAL DE INVESTIGACION |
| 01/09/2022 | 31/08/2025 | Métodos Geométricos en Mecánica y Teoría de Campos | AGENCIA ESTATAL DE INVESTIGACION |
| 01/09/2022 | 31/08/2025 | Estabilidad de microrredes formadas por agrupaciones de clusters | AGENCIA ESTATAL DE INVESTIGACION |
| 01/09/2022 | 31/08/2026 | Ecuaciones en Derivadas Parciales: problemas de reacción-difusión, integro-diferenciales, y de la física matemática | AGENCIA ESTATAL DE INVESTIGACION |
| 01/07/2022 | 30/06/2025 | Computational, dynamical and geometrical complexity in fluid dynamics. | FUNDACIÓN BBVA |
| 01/07/2022 | 30/06/2025 | Securing tailings dam infrastructure with an innovative monitoring System | EUROPEAN INST OF INNOV.& TECHNOL. |
| 24/05/2022 | 31/12/2023 | Ajuts als grups de recerca AGRUPS 2022 | Universitat Politècnica de Catalunya |
| 17/03/2022 | 17/03/2022 | Coda4Microbiome | |
| 04/03/2022 | 03/03/2024 | Intermediate filament networks: form biological function to biommetic material resilience | AGENCIA ESTATAL DE INVESTIGACION |
| 01/01/2022 | 31/12/2025 | Hpc EuRopean ConsortiUm Leading Education activitieS | EUROPEAN COMMISSION |
| 01/01/2022 | 31/12/2025 | María de Maeztu Program for Centers and Units of Excellence in R&D (proyecto CEX2020-001084-M). | Agencia Estatal de Investigación |
| 01/01/2022 | 31/12/2026 | ICREA ACADEMIA 2021 | Institució Catalana de Recerca i Estudis Avançats (ICREA) |
| 01/01/2022 | 31/12/2024 | Estimación y control en baterias de flujo redox de Vanadio | AGENCIA ESTATAL DE INVESTIGACION |
| 01/01/2022 | 31/12/2025 | Centre de Recerca Matemàtica | Ministerio de Ciencia e Innovación |
| 01/01/2022 | 31/12/2024 | Geometria de Varietats i Aplicacions | Agència de Gestió d'Ajuts Universitaris i de Recerca (Agaur) |
| 01/12/2021 | 31/08/2024 | Biblioteca creíble de rutinas fundamentales e interfaces para la industria | AGENCIA ESTATAL DE INVESTIGACION |
| 01/10/2021 | 30/09/2024 | Programa de Becas de doctorado INPHiNIT/'La Caixa/' en Universidades y Centros de Investigación españoles y portugueses | FUNDACIO LA CAIXA |
| 01/09/2021 | 31/01/2022 | Desarrollo de técnicas no invasivas para el diagnóstico de la salud estructural de los hornos FC-150 y FC-01 de la empresa Cerro Matoso SA | Cerro Matoso SA |
| 01/09/2021 | 31/08/2024 | Combinatoria: nuevas tendencias y aplicaciones | AGENCIA ESTATAL DE INVESTIGACION |
| 01/09/2021 | 31/08/2025 | Dinámica de sistemas celulares contráctiles guiada por adhesión intercel·lular | AGENCIA ESTATAL DE INVESTIGACION |
| 01/09/2021 | 31/08/2024 | Ingeniería computacional basada en simulación de aprendizaje automático | AGENCIA ESTATAL DE INVESTIGACION |
| 01/09/2021 | 31/08/2024 | Scientific Machine Learning for computational Engineering: machine learning for data-driven modeling | Agencia Estatal de Investigación |
| 01/07/2021 | 31/12/2022 | Collaboration contract relating to data-driven models | SHAOXING UNIVERSITY |
| 17/06/2021 | 17/06/2021 | hiperlife | |
| 23/05/2021 | 23/05/2021 | Morphable sheet structure. | |
| 01/05/2021 | 30/04/2026 | Ayuda adicional RyC2019-026784-I para la ejecución de actividades de investigación | AGENCIA ESTATAL DE INVESTIGACION |
| 01/04/2021 | 31/12/2021 | dynamiC spEed Limits compliancE for optimiSed Traffic managEment | EUROPEAN INST OF INNOV.& TECHNOL. |
| 01/03/2021 | 30/11/2021 | Exploración de daños en las paredes de un horno de fundición de ferroníquel líneas 1 y 2 de Cerro Matoso | Universidad Santo Tomás |
| 01/01/2021 | 30/04/2026 | Randomness and learning in networks | Commission of European Communities |
| 01/12/2020 | 31/12/2024 | Ampliació del contracte de col·laboració en R+D amb CIMNE | CENTRE INTERNACIONAL DE METODES NUM |
| 01/11/2020 | 30/11/2022 | Formación Doctoral en Mecanobiológía y Bioingniería | AGENCIA ESTATAL DE INVESTIGACION |
| 15/08/2020 | 31/12/2022 | Xarxa R+D+I en Tecnologies de la Salut (XarTEC SALUT) | AGAUR. Agència de Gestió d'Ajuts Universitaris i de Recerca |
| 01/07/2020 | 31/12/2022 | Xarxa Fourth Industrial Revolution | AGAUR. Agència de Gestió d'Ajuts Universitaris i de Recerca |
| 01/07/2020 | 31/12/2022 | Red de Innovación de Nuevas Tecnologías en Salud Mental (TECSAM) | Fondos FEDER |
| 01/06/2020 | 29/02/2024 | Conexión entre la bio-quemo-mecánica subcelular y la dinámica activa de materiales epiteliales mediante modelización y computación multiescala | AGENCIA ESTATAL DE INVESTIGACION |
| 01/06/2020 | 31/05/2024 | Geometría, Álgebra, Topología y Aplicaciones Multidisciplinares | AGENCIA ESTATAL DE INVESTIGACION |
| 01/06/2020 | 31/05/2024 | Teoría y aplicaciones de configuraciones de puntos y redes | AGENCIA ESTATAL DE INVESTIGACION |
| 01/06/2020 | 29/02/2024 | Criptografía para retos digitales emergentes: escenarios multi-usuario y seguridad post-cuántica | AGENCIA ESTATAL DE INVESTIGACION |
| 01/06/2020 | 30/11/2023 | Hematopatología computacional: soluciones de aprendizaje profundo para el diagnóstico de enfermedades hematológicas a partir de imágenes de células de sangre periférica. | AGENCIA ESTATAL DE INVESTIGACION |
| 01/06/2020 | 31/05/2024 | Juegos de votación y cooperación con aplicaciones a las redes sociales y a las ciencias políticas | AGENCIA ESTATAL DE INVESTIGACION |
| 01/06/2020 | 31/05/2023 | Hematología computacional: soluciones de aprendizaje profundo para el diagnóstico de enfermedades hematológicas a partir de imágenes de células de sangre periférica (CellsiMaticDeep) | Ministerio de Ciencia e Innovación |
| 06/03/2020 | 06/03/2022 | Estudio comparativo de tecnologías y soluciones en aprendizaje profundo (deep learning) para el diagnóstico de averías en aerogeneradores. | ITESTIT,S.L. |
| 03/03/2020 | 31/12/2022 | Hub d'Innovació Pediàtrica | Fondos FEDER |
| 01/03/2020 | 31/12/2022 | Centre de Recerca i Transferència en Salut Mental (CRETSAM) | Fondos FEDER |
| 01/03/2020 | 30/11/2020 | Diseño de un sistema para la localización de daños en estructuras metálicas y de material compuesto expuestas a cambios de temperatura (Etapa II) | Universidad Santo Tomás |
| 12/02/2020 | 12/02/2020 | Lattice structure with piezoelectric behavior, a force or movement sensor and an actuator containing said lattice structure | |
| 01/01/2020 | 31/12/2022 | Red de ecuaciones en derivadas parciales no locales y aplicaciones | AGENCIA ESTATAL DE INVESTIGACION |
| 01/01/2020 | 31/12/2021 | Integración de energías renovables mediante sistemas de corriente continua de media tensión | Agencia Estatal de Investigación |
| 01/01/2020 | 31/12/2021 | Red Temática de Cálculo Simbólico, Algebra computacional y Aplicaciones | Ministerio de Ciencia, Innovación y Universidades |
| 27/12/2019 | 27/09/2021 | Hydrogen lab for the modernisation and technological transformation of the city of Barcelona | INSTITUT DE CULTURA DE BARCELONA |
| 04/11/2019 | 30/10/2020 | Internacionalització de la web educativa corresponent al projecte docent Numerical Factory (https://numfactory.upc.edu). Elaboració de nous materials desenvolupats amb les eines de Matlab. | The Marthworks Inc |
| 01/09/2019 | 31/01/2020 | Bernstein-Sato polynomials and related invariants | MINISTERIO DE CIENCIA, INNOVACIÓN Y UNIVERSIDADES |
| 01/09/2019 | 01/09/2021 | Diagnostic methods by means of images and machine learning | SIEMENS HEALTHCARE DIAGNOSTICS, S.L |
| 01/07/2019 | 30/06/2021 | Red Temática de Cálculo Simbólico, Álgebra Computacional y Aplicaciones | Ministerio de Ciencia e Innovación |
| 01/07/2019 | 30/06/2021 | Red de Geometria Algebraica y Singularidades | Ministerio de Ciencia e Innovación |
| 01/06/2019 | 31/05/2020 | Guiado mecánico de la migración celular | AGENCIA ESTATAL DE INVESTIGACION |
| 20/05/2019 | 31/12/2019 | Informe per validar les especificacions d'un protocol de votació electrònica. | SCYTL Secure Electronic Voting S.A. |
| 06/05/2019 | 30/11/2022 | A computational tool to elucidate the mechanobiological regulation of limb development | Commission of European Communities |
| 01/03/2019 | 30/11/2019 | Diseño de un sistema para la localización de daños en estructuras metálicas y de material compuesto expuestas a cambios de temperatura (Etapa I) | Universidad Santo Tomás |
| 01/01/2019 | 31/12/2023 | PREMI ICREA ACADEMIA | INSTITUCIO CAT DE RECERCA I |
| 01/01/2019 | 30/09/2022 | Geometría-Física-Control y Aplicaciones | AGENCIA ESTATAL DE INVESTIGACION |
| 01/01/2019 | 30/09/2022 | Simulación in vivo del efecto de la pioxia y la dosis del fármaco en el crecimiento del glioblastoma | AGENCIA ESTATAL DE INVESTIGACION |
| 01/01/2019 | 30/09/2022 | Modelización y computación para una nueva generación de celdas flexo-fotovoltaicas (FlexoPVComp) | AGENCIA ESTATAL DE INVESTIGACION |
| 01/01/2019 | 30/09/2022 | Estabilidad de redes MVDC integrando tecnologías de energías renovables, almacenamiento de energía y convertidores de fuente de impedancia | AGENCIA ESTATAL DE INVESTIGACION |
| 01/01/2019 | 30/09/2022 | Dinámica Asociada a Conexiones entre Objetos Invariantes con Aplicaciones a la Neurociencia y la Mecánica | AGENCIA ESTATAL DE INVESTIGACION |
| 01/01/2019 | 30/09/2022 | Mecánica Celeste: métodos analíticos y numéricos y aplicaciones | AGENCIA ESTATAL DE INVESTIGACION |
| 01/01/2019 | 30/09/2022 | Control y gestión de energía en vehículos eléctricos híbridos con pilas de combustible | AGENCIA ESTATAL DE INVESTIGACION |
| 01/01/2019 | 30/09/2022 | Estudio matemático de los fallos en cascada en sistemas complejos mediante invariantes y centralidades en grafos. Aplicaciones a redes reales | AGENCIA ESTATAL DE INVESTIGACION |
| 01/01/2019 | 31/12/2021 | Development of novel mathematical and experimental methodologies to control neuronal activity and dissect spatio-temporal neuronal codes | Ministerio de Ciencia, Innovación y Universidades |
| 04/01/2014 | 31/12/2025 | Automatic Classification of Digital Images of Peripheral Blood: Application to the Initial Diagnosis of Leukemias and Lymphomas | Fundación GOTEO |
Quality
The Validation, Monitoring, Modification and Accreditation Framework (VSMA Framework) for official degrees ties the quality assurance processes (validation, monitoring, modification and accreditation) carried out over the lifetime of a course to two objectives—the goal of establishing coherent links between these processes, and that of achieving greater efficiency in their management—all with the overarching aim of improving programmes.

Validation
- Verification Memory (Doctoral Programme) - 2012
- Verification Resolution (MECD) - 2013
- Agreement of the Council of Ministers (BOE)
Monitoring
- University monitoring report (Doctoral School) - 2016
- Monitoring report (Doctoral Programme) - 2016
- University Monitoring and Accreditation Report (Doctoral School) - 2018
- Follow-up Assessment Report (AQU) - 2017
- Follow-up Assessment Report (AQU) - 2020
- Follow-up Assessment Report (AQU) - 2021
Accreditation
- Accreditation Report (Doctoral Programme) - 2018
- Official Degree Accreditation Evaluation Report (AQU) - 2020