Positivity in Algebraic Combinatorics

Date :  June 15-17, 2016    Place : Rm. 1114, KIAS, Seoul      

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Through this workshop we would like to understand the (conjectural)
positivity phenomenon of various objects in algebraic combinatorics,
and their combinatorial interpretations. Topics include (but not limited to)
the positivity conjecture for Fomin-Kirillov algebras
, the Schur expansion
of Macdonald polynomials
, and the analogues of Littlewood-Richardson
rule for algebras of combinatorial importance. 


Invited Speakers:
Olga Azenhas (Universidade de Coimbra, Portugal)
Nantel Bergeron (York University, Canada)

Soojin Cho (Ajou University, Korea)

Sergey Fomin (University of Michigan, USA)
Ira Gessel (Brandeis University, USA)
Jim Haglund (University of Pennsylvania, USA)
Ryan Kaliszewski (Drexel University, USA)

Thomas Lam (University of Michigan, USA)
Jae-Ho Lee (Tohoku University, Japan)
Li Li (Oakland University, USA)
Ricky Liu (North Carolina State University, USA) 
Brendon Rhoades
 (University of California, San Diego, USA)
Anne Schilling (University of California, Davis, USA)
Mark Shimozono (Virginia Tech, USA)

Lauren Williams (University of California, Berkeley, USA)
Alexander Yong (University of Illinois, USA) 

Organizers :
Jang Soo Kim (Sungkyunkwan University)
Kyungyong Lee (University of Nebraska--Lincoln / KIAS)
Seung Jin Lee (KIAS)

Contact:
Sunha Park (sunha@kias.re.kr)

Summer School on Algebraic Combinatorics
* If you're interested in participating in the summer school above, please register on the school website.