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Works by William Keith in Physical Sciences and Mathematics

2023

A general class of Schmidt theorems, George Andrews, William Keith
Michigan Tech Publications

Link

2021

Part-Frequency Matrices, II: Recent Work, William Keith
Michigan Tech Publications

Link

2020

Restricted k-color partitions, II, William Keith
Michigan Tech Publications

Link

2019

Families of major index distributions: Closed forms and unimodality, William Keith
Michigan Tech Publications

PDF

Euler’s partition theorem for all moduli and new companions to Rogers–Ramanujan–Andrews–Gordon identities, Xinhua Xiong, William Keith
Michigan Tech Publications

Link

2018

On the density of the odd values of the partition function, Samuel Judge, William Keith, Fabrizio Zanello
Department of Mathematical Sciences Publications

Link

Partitions into Parts Simultaneously Regular, Distinct, And/or Flat, William Keith
Michigan Tech Publications

Link

2013

Polynomial analogues of Ramanujan congruences for Han's hooklength formula, William Keith
Michigan Tech Publications

Link

 
 

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