109 citations · 435 across the 24 of their papers we have counts for
4 papers · 1 filter
An odd variant of multiple zeta values
Michael E. Hoffman
For positive integers with , we define the multiple -value as the sum of those terms in the usual infinite series for the multiple zeta v…
Quasi-shuffle products revisited
Michael E. Hoffman, Kentaro Ihara
Quasi-shuffle products, introduced by the first author, have been useful in studying multiple zeta values and some of their analogues and generalizations. The second author, togeth…
Sums of Products of Riemann Zeta Tails
Michael E. Hoffman
A recent paper of Furdui and Valean proves some results about sums of products of "tails" of the series for the Riemann zeta function. We show how such results can be proved with w…
Harmonic-Number Summation Identities, Symmetric Functions, and Multiple Zeta Values
Michael E. Hoffman
We show how infinite series of a certain type involving generalized harmonic numbers can be computed using a knowledge of symmetric functions and multiple zeta values. In particula…