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Representation Theory, Special Functions and Painlevé Equations

Program  
Abstract

Date : March 3 - 6, 2015
Venue : Room 420, RIMS (Kyoto Univ.), Japan

Program       Abstract   

March 3 (Tuesday)

13:00--14:00
Jan Felipe van Diejen (Talca) 
Branching formula for Macdonald-Koornwinder polynomials
14:30--15:30
Yasushi Kajihara (Kobe) 
Families of transformations for bilinear sum of (basic) hypergeometric series and multivariate generalizations
16:00--17:00
Tom Koornwinder (Amsterdam) 
Some remarks about Koornwinder polynomials

March 4 (Wednesday)

09:30--10:30
Simon Ruijsenaars (Leeds) 
Quantum integrable systems of elliptic Calogero-Moser type
11:00--12:00
Jasper V. Stokman (Amsterdam) 
From Noumi’s representation to elliptic K-matrices
13:30--14:30
Frank W. Nijhoff (Leeds) 
On elliptic Lax pairs and isomonodromic deformation problems for integrable lattice systems
14:45--15:45
Nalini Joshi (Sydney) 
Elliptic asymptotics for discrete Painlevé equations
16:00--17:00
Kenji Kajiwara (Kyushu) 
Integrable discrete deformations of discrete curves: geometry and solitons, old and new

March 5 (Thursday)

09:30--10:30
Philip Boalch (Paris) 
Non-perturbative symplectic manifolds and non-commutative algebras
11:00--12:00
Marta Mazzocco (Loughborough) 
Painlevé equations and q-Askey scheme
13:30--14:30
Tôru Umeda (Kyoto)
Remarks on the Capelli identities for reducible modules
14:45--15:45
Anatol N. Kirillov (RIMS, Kyoto)
Plactic algebra, Cauchy kernels and plane partitions
16:00--17:00
Masatoshi Noumi (Kobe) 
Special functions arising from elliptic integrable systems

March 6 (Friday)

09:30--10:30
Katsuhisa Mimachi (Osaka) 
Monodromy representations associated with the generalized hypergeometric function n+1Fn
11:00--12:00
Vyacheslav P. Spiridonov (JINR, Dubna)
Elliptic hypergeometric functions and superconformal indices

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An after-lecture party

Day : March 5, 2015 (Thu)
Time : 19:00~ (Open 18:30)
Place : FUNATSURU
Contact : Y. Masuda (Kobe)
(myasuho_at_math.kobe-u.ac.jp)


Representation Theory, Special Functions and Painlevé Equations

Takao Suzuki
(Faculty of Science and Engineering, Kinki University)

suzuki_at_math.kindai.ac.jp