Michael E. Hoffman

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math.NT2026

Truncated Multiple Zeta Values

Steven Charlton, Michael E. Hoffman

We generalize the definition of truncated multiple zeta values by allowing arbitrary integers as arguments. This leads to interesting identities, particularly with the argument 0.…

math.NT2026

An explicit Galois descent for multiple $t$ -values of maximal height

Steven Charlton, Michael E. Hoffman, Nobuo Sato

We give an explicit formula for the Galois descent expressing multiple $t$ -values of maximal height in terms of classical multiple zeta values, making precise Murakami's earlier mo…

Truncated Multiple Zeta Values

An explicit Galois descent for multiple t-values of maximal height

An explicit Galois descent for multiple $t$ -values of maximal height