Tiziano Gaudio

activity

20182026

C^{*}

-tensor categories and the Schellekens list

16 citations · 27 across the 6 of their papers we have counts for

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3 papers · 1 filter

math.QA2026

Algebra objects in direct limit completions of compact Lie group duals and the classification of $c = 1$ vertex operator algebras

Sebastiano Carpi, Tiziano Gaudio, Luca Giorgetti

Let $G$ be a complex reductive affine algebraic group with its symmetric tensor category $C_{G}$ of finite-dimensional rational representations. We prove that every simple…

math.QA2024★ 2 cited

Unitarity and strong graded locality of holomorphic vertex operator superalgebras with central charge at most 24

Tiziano Gaudio

We prove that all nice holomorphic vertex operator superalgebras (VOSAs) with central charge at most 24 and with non-trivial odd part are unitary, apart from the hypothetical ones…

math.QA2022★ 16 cited

Haploid algebras in $C^{*}$ -tensor categories and the Schellekens list

Sebastiano Carpi, Tiziano Gaudio, Luca Giorgetti +1

We prove that a haploid associative algebra in a $C^{*}$ -tensor category $C$ is equivalent to a Q-system (a special $C^{*}$ -Frobenius algebra) in $C$ if and only if…

Algebra objects in direct limit completions of compact Lie group duals and the classification of c=1 vertex operator algebras

Unitarity and strong graded locality of holomorphic vertex operator superalgebras with central charge at most 24

Haploid algebras in C∗-tensor categories and the Schellekens list

Algebra objects in direct limit completions of compact Lie group duals and the classification of $c = 1$ vertex operator algebras

Haploid algebras in $C^{*}$ -tensor categories and the Schellekens list