Combinatorics and Arithmetic for Physics: special days
The meeting’s focus is on questions of discrete mathematics and number theory with an emphasis on computability. Problems are drawn mainly from theoretical physics: renormalization, combinatorial physics, geometry, evolution equations (commutative and noncommutative), or related to its models, but not only.
Computations, based on combinatorial structures (graphs, trees, words, automata, semirings, bases), or classical structures (operators, Hopf algebras, evolution equations, special functions, categories) are good candidates for computer-based implementation and experimentation.
Organised by : Gérard H. E. DUCHAMP, Maxim KONTSEVICH, Gleb KOSHEVOY, Sergei NECHAEV, and Karol A. PENSON.
Speakers:
- Cyril Banderier (CNRS, Univ. Paris Nord)
- Nicolas Behr (CNRS, Université Paris Cité, IRIF)
- Gérard H. E. Duchamp (LIPN, Université Paris Nord)
- Vladimir Fock (Strasbourg Univ.)
- Nihar Gargava (EPFL, Cambridge)
- Volker Genz (IBS CGP)
- Sasha Gorsky (IITP RAS)
- Darij Grinberg (Drexel University)
- Dimitry Gurevich (IITP, Moscou)
- Béa de Laporte (University of Cologne)
- Richard Kerner (LPTMC, Sorbonne Univ.)
- Maxim Kontsevich (IHES)
- Paul-André Melliès (CNRS, Université Paris Cité, IRIF)
- Frédéric Patras (CNRS, Univ. Côte d’Azur)
- Karol A. Penson (LPTMC, Sorbonne Univ.)
- Travis Scrimshaw (Hokkaido University)
- Thomas Simon (Laboratoire Paul Painlevé, Univ. Lille)
- Lauren Williams (Harvard University)
- Sergey Yurkevich (Univ. of Vienna & INRIA)
Sponsors:
IHES
LPTMC (Univ. Paris 6)
LIPN UMR CNRS-7030
I.S.C.P. (UMI 2615 CNRS)
