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20172025
most citedRepresentation theory of from vertex tensor categories and Jacobi forms

5 citations · 8 across the 7 of their papers we have counts for

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math.CO2025

Tight cylindric partitions

Shashank Kanade, Matthew C. Russell

In this note, we initiate the study of generating functions for tight cylindric partitions. For general (i.e., -rowed for ) tight cylindric partitions, we provide analo…

math.CO20222 cited

Completing the Andrews-Schilling-Warnaar identities

Shashank Kanade, Matthew C. Russell

We study the Andrews-Schilling-Warnaar sum-sides for the principal characters of standard (i.e., integrable, highest weight) modules of . These characters have…

math.CO20191 cited

A variant of and some new identities of Rogers-Ramanujan-MacMahon type

Shashank Kanade, Debajyoti Nandi, Matthew C. Russell

We report on findings of a variant of - a Maple program that was used by two of the authors to conjecture several new identities of Rogers-Ramanujan kin…

math.CO2018

Staircases to analytic sum-sides for many new integer partition identities of Rogers-Ramanujan type

Shashank Kanade, Matthew C. Russell

We utilize the technique of staircases and jagged partitions to provide analytic sum-sides to some old and new partition identities of Rogers-Ramanujan type. Firstly, we conjecture…

math.CO2017

On a dual and an overpartition generalization of a family of identities of Andrews

Shashank Kanade, Matthew C. Russell

We present a dual of a family of partition identities of Andrews involving partitions with no repeated odd parts (among other conditions), along with an overpartition generalizatio…