The aim of the conference is to bring together specialists in mathematics and mathematical physics to exchange experience and knowledge about the most recent developments in the field of finite dimensional integrable  classical and quantum systems.

Editions of FDIS have been taking place every other year since 2011. Previous editions have taken place in Jena Luminy and Bedlewo. 

The 2017 edition is the core activity of the Follow-up programme on Geometry and Dynamics of Integrable systems which took place at CRM in September-November 2013.

Program’s organizing committee

• Amadeu Delshams, Universitat Politècnica de Catalunya
• Yuri Fedorov, Universitat Politècnica de Catalunya
• Vladimir S. Matveev, Universität Jena
• Eva Miranda, Universitat Politècnica de Catalunya
• Francisco Presas, CSIC-ICMAT Madrid
• Sergei Tabachnikov, Pennsylvania State University

Scientific committee

• Alexey Bolsinov, Loughborough University
• Robert L. Bryant, Duke University
• Allan P. Fordy, University of Leeds
• Boris Kruglikov, University of Tromsø
• Andrzej Maciejewski, University of Zelena Gora
• Juan Jose Morales Ruiz, Universidad Politécnica de Madrid
• Emma Previato, Boston University
• Vladimir Rubtsov, University of Angers
• Dmitry Treschev, Steklov Mathematical Institute
• Galliano Valent, Université Paris VI, LPTHE
• Nguyen Tien Zung, Université Toulouse II

You can find more information at: http://www.crm.cat/en/Activities/Curs_2016-2017/Pages/Finite-Dimensional-Integrable-Systems-in-Geometry-and-Mathematical-Physics.aspx.

Please, feel free to distribute this information among your colleagues. We hope you find this information useful.

Activities

During the Research Program the following activities will be held:

• Advanced Course on Operator Algebras and Dynamical Systems, from March 13 to 17, 2017. Deadline for registration: February 26th, 2017. More information on registration at: Link.
• Workshop: Operator Algebras and Dynamical Systems, from March 20 to 24, 2017. Deadline for registration: March 5th, 2017. More information on registration and grants available at: Link.
• Conference, from June 19 to 23, 2017. 

More information on how to participate at: Link.

Objectives

This Intensive Research Program is designed simultaneously to speed up and contribute to the next game-changing developments in classification and structure theory for C*-algebras, and to prepare for the new state of play in the area once those developments arrive. According to current developments, the IRP will strive to blend different techniques coming both from C* and von Neumann algebras and find a common ground to maximise outputs. The program will bring together many of the world's leading researchers working on C*-algebras, von Neumann algebras, dynamical systems, and the interactions between these areas. There are three key objectives:

1. To advance classification programs for C*-algebras and for C*-dynamical systems.
2. To investigate further suitable models for classifiable C*-algebras arising from dynamics.
3. To encourage further interaction between C*-algebras and von Neumann algebras in light of current progress in both areas. 

Programa

• 15:00 Generalized Hilbert-Kunz Function 15:00 of plane projective curves, Alessio Caminata (IMUB).
• 16:30 Cubic fourfolds and moduli spaces of objects in non-commutative K3 surfaces, Martí Lahoz (Paris Diderot – Paris 7).
• 18:15 Torelli genèric per l’aplicació de Prym de revestiments dobles ramificats, Joan Carles Naranjo (UB).

A continuació podeu enllaçar amb el programa complet: http://www.ub.edu/sga/seminari1617/cloenda.pdf

Programa

JISD2017

Location: the Centre de Recerca Matemàtica.

Lecturers:

• Daniela de Silva (Columbia University).

• Viktor L. Ginzburg (University of California at Santa Cruz).

• Ovidiu Savin (Columbia University).

• Jean Pierre Marco (Université de Paris VI - Pierre et Marie Curie).

Organizing Committee: Xavier Cabré, Matteo Cozzi, Amadeu Delshams, Eva Miranda, Marcel Guàrdia, Tere M. Seara.

Scientific Committee: Susanna Terracini, Jean Pierre Eckman, Scott Armstrong, Jean-Michel Roquejoffre.

Early registration fee: 200 Euros.

Late registration fee: 250 Euros.

There will be some financial support available for this edition.

Deadline to apply for financial support: April 17th (results will be notified on May 5th).

Deadline for early registration: May 19th.

Deadline for late registration: June 16th.

Deadline to apply to give a communication/present a poster: April 17th (results will be notified on May 5th).

The program is available here: https://mak.upc.edu/en/conferences-workshops-courses-and-seminars/barcelona-crypto-day-june-2017-1

Dia: Dimarts 20 de juny.
Hora: 12:00 hores.
Lloc: Expo-Sala ESEIAAT, Edifici TR5, C/ Colom, 11, 08221 Terrassa.

The webpage of the event is here. The deadline for registration is May 31st. The planning is:

Week 1 (June 19-23). Course by Mike Steel and Arndt von Haeseler on Phylogenetics and combinatorics:

• Lecture 1 Introduction to phylogenetics (Arndt); Basic combinatorics of discrete trees (Mike)
• Lecture 2 Continuous phylogenies and distance-based reconstruction (Arndt); Phylogenies based on discrete characters (Mike)
• Lecture 3 Evolution on a tree (part one) (Arndt); Tree shape and random discrete phylogenies (Mike)
• Lecture 4 Evolution on a tree (part 2) (Ardnt); Evolution of trees (Mike)
• Lecture 5 Supertrees and Supermatrices: (Ardnt); Phylogenetic networks (Mike)

Week 2 (June 26-30)

Workshop on Algebraic and combinatorial phylogenetics

Week 3 (July 3-7). Course by Piotr Zwiernik course on Semialgebraic statistics, latent tree models, and phylogenetics:

• Lecture 1: Trees, tree metric and tree spaces
• Lecture 2: Latent tree graphical models
• Lecture 3: Tree inference and estimation
• Lecture 4: Parameter estimation
• Lecture 5: Special submodels

The Discretizable Molecular Distance Geometry Problem (DMDGP) is related to the determination of 3D protein structures using distance information detected by nuclear magnetic resonance (NMR) experiments, which is important in the rational drug design process in the pharmaceutical industry. From the chemistry of proteins and the NMR distance information, we can define an atomic order such that the distances related to each four consecutive atoms are available, implying that the search space of the problem can be represented by a tree. A DMDGP solution can be represented by a path from the root to a leaf node of this tree, found by a method called Branch & Prune (BP). Because of uncertainty in NMR data, some of the available distances may not be precise, being represented by intervals of real numbers. In order to apply BP algorithm in this context, sample values from those intervals should be taken. The main problem of this approach is that if we sample many values, the search space increases drastically, and for small samples, no solution can be found. Conformal Geometric Algebra (CGA) can be used to model uncertainties in the DMDGP and integrate the combinatorial and continuous characteristics of the DMDGP in a unified approach, avoiding sample values and eliminating the heuristic characteristics of BP when dealing with interval distances.

Title: Non-kissing complexes of gentle quivers.
Speaker: Vincent Pilaud.
CNRS & École Polytechnique.
http://www.lix.polytechnique.fr/Labo/Vincent.Pilaud/