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math.CO2023
A Finite-Bound Partition Equinumerosity Result Generalizing a Solution of a Problem Posed by Andrews and Deutsch
Michael J. Schlosser, Nicolas Allen Smoot
We introduce a finite-bound extension of a partition equinumerosity result which was orignally proposed as a problem by Andrews and Deutsch in 2016, and given a generalized form in…
math.NT2023
An esoteric identity with many parameters and other elliptic extensions of elementary identities
Gaurav Bhatnagar, Archna Kumari, Michael J. Schlosser
We provide elliptic extensions of elementary identities such as the sum of the first odd or even numbers, the geometric sum and the sum of the first cubes. Many such identi…
math.CO2023★ 1 cited
Diagonal operators, -Whittaker functions and rook theory
Samrith Ram, Michael J. Schlosser
We discuss the problem posed by Bender, Coley, Robbins and Rumsey of enumerating the number of subspaces which have a given profile with respect to a linear operator over the finit…