14 citations · 29 across the 19 of their papers we have counts for
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math.CO2018★ 3 cited
Finite diamond-colored modular and distributive lattices with applications to combinatorial Lie representation theory
Robert G. Donnelly
A modular or distributive lattice is `diamond-colored' if its order diagram edges are colored in such a way that, within any diamond of edges, parallel edges have the same color. S…
math.CO2018★ 6 cited
Poset models for Weyl group analogs of symmetric functions and Schur functions
Robert G. Donnelly
The `Weyl symmetric functions' studied here naturally generalize classical symmetric (polynomial) functions, and `Weyl bialternants,' sometimes also called Weyl characters, analogi…
math.CO2018
Counting odd numbers in truncations of Pascal's triangle
Robert G. Donnelly, Molly W. Dunkum, Courtney George +1
A "truncation" of Pascal's triangle is a triangular array of numbers that satisfies the usual Pascal recurrence but with a boundary condition that declares some terminal set of num…