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Author

M. Bertucci

2 papers indexed here

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Preprint Aug 2026

Matrix group $\Lambda$-distributions

The $\Lambda$-distribution of a compact matrix group is an invariant in algebraic probability theory that was recently introduced to study zero distributions of function field $L$-functions. It is encoded by the $\sigma$-moment generating function, a generalization of the Molien series of classical invariant theory. In...

M. Bertucci, Sam Van Blarcom, Benjamin Glancy et al. · 0 citations
Preprint Aug 2026

Matrix group $\Lambda$-distributions

The $\Lambda$-distribution of a compact matrix group is an invariant in algebraic probability theory that was recently introduced to study zero distributions of function field $L$-functions. It is encoded by the $\sigma$-moment generating function, a generalization of the Molien series of classical invariant theory. In...

M. Bertucci, Sam Van Blarcom, Benjamin Glancy et al. · 0 citations

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