(Ir)regular singularities and Quantum Field Theory

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| Random Matrices and Gauge theories

Toeplitz minors and specializations of skew Schur polynomials

Author(s)

David García-García and Miguel Tierz

Topic

Random Matrices and Gauge theories

Abstract

We express minors of Toeplitz matrices of finite and large dimension in terms of symmetric functions. Comparing the resulting expressions with the inverses of some Toeplitz matrices, we obtain explicit formulas for a Selberg-Morris integral and for specializations of certain skew Schur polynomials.

Year

2020

Reference

D. Garcia-Garcia and M. Tierz, “Toeplitz minors and specializations of skew Schur polynomials,” Journ. of Comb. Theory, Series A 172, 105201, (2020)

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