Zhe Sun

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20142026

most citedMcShane identities for Higher Teichmüller theory and the Goncharov-Shen potential

15 citations · 26 across the 10 of their papers we have counts for

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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.GT2020★ 1 cited

Tropical Fock-Goncharov coordinates for $SL_{3}$ -webs on surfaces II: naturality

Daniel C. Douglas, Zhe Sun

In a companion paper (arXiv 2011.01768), we constructed nonnegative integer coordinates $Φ_{T} (W_{3, S^}) \subset Z_{\geq 0}^{N}$ for the collection $…

math.GT2019★ 15 cited

McShane identities for Higher Teichmüller theory and the Goncharov-Shen potential

Yi Huang, Zhe Sun

We derive generalizations of McShane's identity for higher ranked surface group representations by studying a family of mapping class group invariant functions introduced by Goncha…

Coordinates for SL3​-web basis elements in closed surfaces

Tropical Fock-Goncharov coordinates for SL3​-webs on surfaces II: naturality

McShane identities for Higher Teichmüller theory and the Goncharov-Shen potential

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

Tropical Fock-Goncharov coordinates for $SL_{3}$ -webs on surfaces II: naturality