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Primitive stable representations in high...
Kim, Inkang...
Primitive stable representations in higher rank semisimple Lie groups by Kim, Inkang ( Author )
N.A
30-04-2015
We study primitive stable representations of free groups into higher rank semisimple Lie groups and their properties. Let Σ be a compact, connected, orientable surface (possibly with boundary) of negative Euler characteristic. We first verify the σmod-regularity for convex projective structures and positive representations. Then we show that the holonomies of convex projective structures and positive representations on Σ are all primitive stable if Σ has one boundary component.
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Article
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English
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MYR 0.00
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http://arxiv.org/abs/1504.08056
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