The Mapping Class Group Action On Su (3)-Character Varieties

arxiv(2021)

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摘要
Let Sigma be a compact orientable surface of genus g = 1 with n = 1 boundary component. The mapping class group Gamma of Sigma acts on the SU (3)-character variety of Sigma. We show that the action is ergodic with respect to the natural symplectic measure on the character variety.
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关键词
character variety, ergodicity, simple closed curves
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