Agenda

BGSMATH: Stallings Automata and Applications
Advanced course / School -
From January 17, 2023 to February 16, 2023
8th Computational Neuroscience Retreat
Other activities -
From February 16, 2023 to February 18, 2023
SIJIMat Seminar (CANCELLED!)
Seminar -
February 16, 2023
Masterclass Outreach BGSMath: How to speak about mathematics to broad audiences
Other activities -
March 06, 2023
BGSMath Training for PhD Candidates: Conference Presentations
BGSMath Activity -
March 16, 2023
BGSMath Training for PhD Candidates: Writing Scientific Articles
BGSMath Activity -
March 21, 2023
Barccsyn 2023
Conference -
From May 25, 2023 to May 26, 2023
Hypatia Graduate Summer School 2023
Advanced course / School -
From June 05, 2023 to June 09, 2023
13th International Conference on Nonlinear Mathematics and Physics | NoLineal 2023
Conference -
From June 26, 2023 to June 28, 2023
Barcelona Introduction to Mathematical Research 2023 Summer Program
Advanced course / School -
From July 03, 2023 to July 28, 2023
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“T’agraden les mates? Fes mates. Oblida’t del gènere.” Entrevista a Tere M-Seara (UPC-CRM)

Anna Drou / 16/02/2023
CRM News

“És interessant trobar un equilibri entre el que saps fer i les incursions a altres àrees”. Entrevista a Núria Fagella (UB-CRM).

Anna Drou / 14/02/2023
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“Les dones tenen més presència en àmbits interdisciplinaris”: Entrevista amb Marta Casanellas (UPC-CRM)

Pau Varela / 13/02/2023
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Entrevistes a 4 investigadores del Centre de Recerca Matemàtica

Anna Drou / 10/02/2023
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The CRM Travels to Washington to Participate in the TRB Conference 2023

Pau Varela / 31/01/2023
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The CRM Welcomes a New Postdoctoral Researcher and a PhD Student this January

Pau Varela / 27/01/2023
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A Tale of Mathematics and Climate Science

Pau Varela / 13/01/2023
Calls for Jobs CRM News

8 Predoctoral Contracts for PhD Students | AEI MTM Projects

Pau Varela / 12/01/2023
CRM News

5 Predoctoral Contracts for PhD Students @ CRM | María de Maeztu Unit of Excellence

Pau Varela / 30/12/2022
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Offsetting gender bias in recruitment processes: the María de Maeztu postdoc programme case

Anna Drou / 22/12/2022
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Tim Myers, PI from the CRM Industrial Mathematics Group, Participates in a Workshop at the University College Dublin

Pau Varela / 09/12/2022
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The Stanford University Releases an Update for its World Ranking of the Top 2% Scientists, with 9 CRM researchers

Pau Varela / 07/12/2022
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The SIJIMat Seminar at CRM Holds its First Session

Pau Varela / 23/11/2022
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Josep Sardanyès, investigador del CRM, participa en una nova edició de l’Escolab

Pau Varela / 22/11/2022
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Introducing Two New Postdoctoral Researchers at CRM

Pau Varela / 21/11/2022
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L’Auditori del CRM acull el taller ‘La importància de la ciència en l’era de l’antropocè: La química i la física com a resposta’

Pau Varela / 18/11/2022
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Criteris de priorització FI per a l’any 2023

Pau Varela / 17/11/2022
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Double International Recognition for UPC and CRM Researcher Eva Miranda

Pau Varela / 11/11/2022
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The CRM presents 10 Research Proposals for the Incoming INPhINIT 2023 “la Caixa” fellowship programme

Pau Varela / 09/11/2022
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The CRM Annual Report 2021 is now available

Pau Varela / 28/10/2022
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Research Technician (REF- 2023-007-P04611) - OPEN
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Deadline February 19, 2023

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selected videos

Centre de Recerca Matemàtica

Centre de Recerca Matemàtica
CRM researcher Josep Sardanyés presents the project 'MPA4Sustainability: Enhancing MPAs’ role in restoring biodiversity while maintaining access to ecosystem services' (Reference Number: BiodivRestore-424). Marine Protected Areas (MPAs) will play a crucial role in the successful implementation of the European Biodiversity Strategy and the European Green Deal. They are locations where we can concentrate efforts to restore biodiversity and support the diversification of the blue economy to boost the sustainable use of marine resources. We have paid a lot of attention to the best ways to design and establish MPAs; yet with more than 17,000 MPAs now designated globally, less than a quarter have a clear management plan. Managing complex socioecological systems (SES) is harder and navigating them towards sustainability is even harder. That is particularly the case for MPAs for which biodiversity targets and the exploitation of regional ecosystem services have to be balanced. This project aims to find practical solutions to guide MPA managers in the best approaches to yield positive biodiversity outcomes while maintaining the ability of neighbouring communities to benefit from marine ecosystem services sustainably. Managers of MPAs in Madeira, France, Denmark and Sweden will together with scientists co-create the insights needed to develop this guide, based on a global synthesis of MPA data and detailed functional analyses at three case study sites. We will use data science and statistical modelling to determine the structure of interactions between biodiversity and the provision of ecosystem services (ES) in all current MPAs depending on their SES characteristics. We will then extend recent advances in theoretical ecological modelling to these socio-ecological networked systems to understand how management actions can tip MPA SES towards favorable states using three MPA case studies to benchmark models. With this insight, we will determine the characteristics that will yield desirable SES states. Monitoring is crucial to guide adaptive management plans along this MPA restoration journey. We will determine whether readily available biodiversity and ES indicators can be integrated with rapid sampling to develop a standardized ‘citizen monitoring’ approach that can provide the necessary and sufficient level of information needed to manage the transformative change at MPAs. Finally, we will tackle the policy interaction hurdles managers face when developing plans in regions where multiple MPAs have been designated with varied policy targets. We will determine how best to manage these MPA networks to add value for regional biodiversity and ES targets. This project will produce a decision support system for MPA managers, which we will make available in a user-friendly format complementing current international MPA guidelines to help increase the uptake of management plans for existing MPA networks. In addition, it will produce tangible advice on integrative governance for our practitioners that will meet current urgent needs for the three case study regions. PARTNERS OF THE PROJECT Coordinator: Aquatic Resources, Technical University of Denmark, Kgs. Lyngby, Denmark Island Research and Environmental Observatory (CRIOBE), EPHE/CNRS/Perpignan University, Perpignan, France Research, Madeira Whale Museum-Municipality of Machico, Caniçal Machico – Madeira, Portugal Evolutionary Biology, Spanish National Research Council, Barcelona, Spain Nonlinear Dynamics and Evolution, Mathematical Research Center, Cerdanyola del Valles, Spain Aquatic Resources, Swedish University of Agricultural Sciences, Lysekil, Sweden + Information: https://www.biodiversa.org/2034/download Josep Sardanyés @ CRM: https://www.crm.cat/person/37/sardanyes-cayuela-josep/
MPA4sustainability | Josep Srdanyés - CRM Mathematical Biology group
Dr. Klaus Wimmer, from the Computational Neuroscience Group at CRM, talks about the research carried out by his group and some of the projects they are currently developing. https://sites.google.com/view/wimmerlab https://www.crm.cat/
How do Cortical Networks Compute? | Klaus Wimmer - CRM Computational Neuroscience Group
Introduction to Poisson Geometry | HENRIQUE BURSZTYN (IMPA)<br />Chair: Eckhard Meinrenken (Toronto)<br />18/07/2022<br /><br />This mini-course will offer a panoramic view of Poisson geometry, including both classical aspects and modern developments of the theory.<br /><br />We will start with basic definitions and concepts related to Poisson structures, some foundational results (local theory, symplectic leaves) and key examples. We will then discuss symplectic groupoids and more general connections with Lie groupoids and multiplicative geometric structures. I will also introduce Dirac structures, their main properties and various applications, both within and beyond Poisson geometry.<br /><br />+ Information at https://www.crm.cat/2022-advanced-school-poisson/
WELCOME | Introduction to Poisson Geometry by HENRIQUE BURSZTYN (IMPA) | 1/4
Singular Foliations<br />Lecturer: Camille Laurent-Gengoux (Metz)<br />Chair: Rui Fernandes (Urbana-Champaign)<br />19/07/2022<br /><br />Foliations are partitions of a manifold into sub-manifolds called leaves. They are said to be singular when the dimension all some leaves are not constant. Orbits of Lie group actions, symplectic leaves of a Poisson bivector, symmetries of affine varieties are among examples. I will try to give a detailed proof of several basic but subtle theorems about singular foliations and to give an overview of the geometry of their singular leaves.<br /><br />Lecture 1: Discussion of the various possible definitions of singular foliation. Examples and counter examples. Existence of leaves and local splitting theorem.<br /><br />Lecture 2: Various algebraic or geometric structures hidden behind a singular foliation: holonomy Lie algebras, holonomy groupoids. Bi-submersions and first-return.<br /><br />Lecture 3: Open (and closed) questions from algebraic and differential geometry to theoretical physics.<br /><br />A problem session will take place after Lecture 2.<br /><br />+ Info at https://www.crm.cat/2022-advanced-school-poisson/
Singular Foliations by CAMILLE LAURENT-GENGOUX (Metz) | 1/3
Singular Foliations<br />Lecturer: Camille Laurent-Gengoux (Metz)<br />Chair: Rui Fernandes (Urbana-Champaign)<br />20/07/2022<br /><br />Foliations are partitions of a manifold into sub-manifolds called leaves. They are said to be singular when the dimension all some leaves are not constant. Orbits of Lie group actions, symplectic leaves of a Poisson bivector, symmetries of affine varieties are among examples. I will try to give a detailed proof of several basic but subtle theorems about singular foliations and to give an overview of the geometry of their singular leaves.<br /><br />Lecture 1: Discussion of the various possible definitions of singular foliation. Examples and counter examples. Existence of leaves and local splitting theorem.<br /><br />Lecture 2: Various algebraic or geometric structures hidden behind a singular foliation: holonomy Lie algebras, holonomy groupoids. Bi-submersions and first-return.<br /><br />Lecture 3: Open (and closed) questions from algebraic and differential geometry to theoretical physics.<br /><br />A problem session will take place after Lecture 2.<br /><br />+ Info at https://www.crm.cat/2022-advanced-school-poisson/
Singular Foliations by CAMILLE LAURENT-GENGOUX (Metz) | 2/3
Singular Foliations<br />Lecturer: Camille Laurent-Gengoux (Metz)<br />Chair: Rui Fernandes (Urbana-Champaign)<br />22/07/2022<br /><br />Foliations are partitions of a manifold into sub-manifolds called leaves. They are said to be singular when the dimension all some leaves are not constant. Orbits of Lie group actions, symplectic leaves of a Poisson bivector, symmetries of affine varieties are among examples. I will try to give a detailed proof of several basic but subtle theorems about singular foliations and to give an overview of the geometry of their singular leaves.<br /><br />Lecture 1: Discussion of the various possible definitions of singular foliation. Examples and counter examples. Existence of leaves and local splitting theorem.<br /><br />Lecture 2: Various algebraic or geometric structures hidden behind a singular foliation: holonomy Lie algebras, holonomy groupoids. Bi-submersions and first-return.<br /><br />Lecture 3: Open (and closed) questions from algebraic and differential geometry to theoretical physics.<br /><br />A problem session will take place after Lecture 2.<br /><br />+ Info at https://www.crm.cat/2022-advanced-school-poisson/
Singular Foliations by CAMILLE LAURENT-GENGOUX (Metz) | 3/3

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