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paper

Modular Macdonald functions and Generalized Newton's identity

arXiv:1401.5588 · doi:10.1016/j.jalgebra.2014.10.014

Abstract

Based on a generalized Newton's identity, we construct a family of symmetric functions which deform the modular Hall-Littlewood functions. We also give a determinant formula for the Macdonald functions.

12 pages; final and shortened version