∞
π Σ ∫ ∂ Δ √
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Speaker:Prof. Naihuan Jing

           North Carolina State University

Title: Spin characters of wreath products

Time:4th, Dec., 2020, 17:00

Location:Conference Room 105 at Experiment Building at Haiyun Campus

Abstract:

The projective characters of the symmetric group was studied by I. Schur in his seminal paper of 1911, where the famous Schur Q-functions were defined and a Frobenius type character table was established. Specht has generalized Schur's work and computed major part of spin characters of the wreath products. In 2001, Frenkel-Jing-Wang has given a Lie theoretic interpretation of Specht character theory. I will discuss how to compute the missing part of spin characters for the wreath products.