Moussa Ahmia, Mircea Merca
Published 2020-05-04Version 1
In this paper, we consider the generating functions of the complete and elementary symmetric functions and provide a new generalization of these classical symmetric functions. Some classical relationships involving the complete and elementary symmetric functions are reformulated in a more general context. Combinatorial interpretations of these generalized symmetric functions are also introduced.
Probabilistic and Combinatorial Interpretations of the Bernoulli Symbol
A combinatorial expansion of vertical-strip LLT polynomials in the basis of elementary symmetric functions
LLT polynomials, elementary symmetric functions and melting lollipops
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