Workshop

The 16th MSJ-SI: 

Elliptic Integrable Systems, Representation Theory and Hypergeometric Functions

Workshop

Date: July 31--August 4 

Venue: 21 Komaba Center for Educational Excellence West (21 Komcee) B1 Lecture Hall, 

Komaba Campus,  the University of Tokyo (campus map)


Click Here for some information if you go from Monzen-Nakacho to Komaba Todai-Mae.

Click Here for going back from Komaba Todai-Mae to Monzen-Nakacho.

Lunch map?

Speakers

Oleg Chalykh (University of Leeds):Complex crystallographic Calogero—Moser systems as Seiberg—Witten integrable systems 

Tatsuyuki Hikita (Research Institute for Mathematical Sciences, Kyoto University):Non-toric examples of elliptic canonical bases

Masahiko Ito (University of the Ryukyus):Commuting difference operators and Pieri Formulas for F_4 type Macdonald polynomials

Rinat Kedem (University of Illinois at Urbana-Champaign):Koornwinder theory and quantum cluster integrable systems 

Taro Kimura (University of Bourgogne):Engineering W-algebras from gauge origami 

Anatol Kirillov (Beijing Institute of Mathematical Sciences and Applications):Quadratic algebras: Elliptic case

Peter Koroteev (University of California Berkeley):Quantum Geometry, Integrability & Opers 

Edwin Langmann (KTH Royal Institute of Technology):Solitons, quantum fields and elliptic Calogero-Moser-Ruijsenaars systems 

Leonardo Mihalcea (Virginia Tech University):Positivity in the quantum K theory of Grassmannians 

Hiraku Nakajima (Kavli IPMU, the University of Tokyo):Coulomb branches and DAHA

Andrei Negut (Massachusetts Institute of Technology):Stable envelopes and quantum loop groups 

Eric Rains (California Institute of Technology):Polynomial invariants of elliptic reflection groups 

Richard Rimanyi (University of North Carolina at Chapel Hill):3d mirror symmetry for stable envelopes via geometric fusion

Hjalmar Rosengren (Chalmers University of Technology):Elliptic hypergeometric integrals and Q-operators for the Ruijsenaars model 

Michael Schlosser (University of Vienna):An elliptic extension of the multinomial theorem

Shamil Shakirov (IITP, Moscow):An elliptic generalization of A_1 spherical DAHA at K=2 

Andrey Smirnov (University of North Carolina at Chapel Hill):K-theoretic limits of elliptic stable envelope 

Vyacheslav Spiridonov (JINR, Dubna and NRU HSE, Moscow):Some new limiting forms of the elliptic hypergeometric functions

Vitaly Tarasov (Indiana University-Purdue University Indianapolis) :Monodromy of the equivariant quantum differential equation of the cotangent bundle of a Grassmannian 

Ole Warnaar (University of Queensland):An A_n elliptic Selberg integral 

Yasuhiko Yamada (Kobe University):Quantum q-P_VI, q-KZ equation, and q-AGT relation

Yutaka Yoshida (Meiji Gakuin University):3d Seiberg-like duality, Kajihara transformation and K-theoretic I-functions 

 This workshop is a continuation of the following past workshops:


- 2004 Kyoto : November 8-11, Kyoto Univ.; http://www.math.kobe-u.ac.jp/publications/rlm18/ellintsys.html 


- 2008 Bonn : July 21-25, Hausdorff Center for Mathematics; http://www.hcm.uni-bonn.de/de/veranstaltungen/eventpages/2008/elliptic-integrable-systems-isomonodromy-problems-and-hypergeometric-functions/


- 2013 Leiden : July 15-19, Lorentz center; https://www.lorentzcenter.nl/elliptic-integrable-systems-and-hypergeometric-functions.html 


- 2017 Vienna : March 20-24, Erwin Schrodinger Institute; https://www.mat.univie.ac.at/~schlosse/esi/EHF2017/


- 2019 Stockholm : June 16–20, NORDITA; https://indico.fysik.su.se/event/6142/