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Taipei Postdoc Seminar
11:00 - 12:30, June 14, 2017 (Wednesday)
Room 201, Astronomy-Mathematics Building, NTU
(台灣大學天文數學館 201室)
Affine Periplectic Brauer Algbera
Chih-Whi Chen (NCTS)


The periplectic Lie superalgebra p(n) is a superanalogue of the orthogonal or symplectic Lie algebra preserving an odd non-degenerate symmetric or skew-symmetric bilinear form. Moon used generator and relation to define the periplectic Brauer algebra, which can be used to describe the endomorphism algebra of tensor power of natural representations of p(n). Recently, Kujawa and Tharp gave diagrammatic description of this algebra.

In this talk, we will first recall Moon's Schur-Weyl duality for p(n). We will formulate a degenerate affine version of periplectic Brauer algebra including its diagram interpretation. This is a joint work with Yung-Ning Peng.


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 (C) 2017 National Center for Theoretical Sciences