Zhihao Wang

activity

20232026

S L_{n}

-skein modules, roots of unity, and TQFT

1 citations · 2 across the 11 of their papers we have counts for

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3 papers · 1 filter

math.GT2026

Coordinates for $SL_{3}$ -web basis elements in closed surfaces

Zhe Sun, Zhihao Wang

The $SL_{3}$ -skein algebra of a closed surface $Σ_{g}$ is a quantization of the $SL_{3}$ character variety of $Σ_{g}$ , where $g$ denotes the genus of the surface. This algebra…

math.GT2025

Frobenius homomorphisms for stated $SL_{n}$ -skein modules

Hyun Kyu Kim, Thang T. Q. Lê, Zhihao Wang

The stated $SL_{n}$ -skein algebra $S_{q^} (S)$ of a surface $S$ is a quantization of the $SL_{n}$ -character variety, and is spanned over…

math.GT2024

The classical limit for stated $S L_{n}$ -skein modules

Zhihao Wang

Let $(M, N)$ be a marked 3-manifold. We use $S_{n} (M, N, v)$ to denote the stated $S L_{n}$ -skein module of $(M, N)$ where $v$ is a nonzero complex number. We…

Coordinates for SL3​-web basis elements in closed surfaces

Frobenius homomorphisms for stated SLn​-skein modules

The classical limit for stated SLn​-skein modules

Coordinates for $SL_{3}$ -web basis elements in closed surfaces

Frobenius homomorphisms for stated $SL_{n}$ -skein modules

The classical limit for stated $S L_{n}$ -skein modules