Quantum faithfully detects mapping class groups modulo center.
Freedman, Michael H., Walker, Kevin, Wang, Zhenghan (2002)
Geometry & Topology
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Displaying similar documents to “The mapping class group of a genus two surface is linear.”
Quantum faithfully detects mapping class groups modulo center.
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An expansion of the Jones representation of genus 2 and the Torelli group.
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Normal all pseudo-Anosov subgroups of mapping class groups.
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Trace parameters for Teichmuller space of genus 2 surfaces and mapping class group
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We obtain a representation of the mapping class group of genus 2 surface in terms of a coordinate system of the Teichmuller space defined by trace functions.
-theory of virtually poly-surface groups.
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Half-twists and equations in genus 2.
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Involutions in mapping class groups of non-orientable surfaces.
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Collectanea Mathematica
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We prove that the mapping class group and the pure mapping class group of closed non-orientable surfaces with punctures are generated by involutions.
A criterion for homeomorphism between closed Haken manifolds.
Derbez, Pierre (2003)
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A remark on the action of the mapping class group on the unit tangent bundle
J. Souto (2010)
Annales de la faculté des sciences de Toulouse Mathématiques
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We prove that the standard action of the mapping class group of a surface of sufficiently large genus on the unit tangent bundle is not homotopic to any smooth action.
A note of the Torelli spaces of non-orientable compact Klein surfaces.
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On the linearity problem for mapping class groups.
Brendle, Tara E., Hamidi-Tehrani, Hessam (2001)
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