BAILY-BOREL COMPACTIFICATION PETER J MCNAMARA 1. Introduction Let G = Sp2g be the symplectic group (Chevalley group scheme over Z). Let K be a maximal compact subgroup of G = G(R). The symmetric space G(R) K is commonly - Borel subgroup - Document - PDFSEARCH.IO

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	BAILY-BOREL COMPACTIFICATION PETER J MCNAMARA 1. Introduction Let G = Sp2g be the symplectic group (Chevalley group scheme over Z). Let K be a maximal compact subgroup of G = G(R). The symmetric space G(R)/K is commonly Add to Reading List Document Date: 2013-07-01 22:40:35 Open Document File Size: 185,46 KB Share Result on Facebook Company Pb / / / Person Henri Cartan / PETER J MCNAMARA / / Position form A∗t RT / hb / / Product Pentax K-x Digital Camera / / URL http / SocialTag Group theory Congruence subgroup Analytic number theory Geometric group theory Operator theory Holomorphic functional calculus Modular form Abstract algebra Mathematics Algebra

BAILY-BOREL COMPACTIFICATION PETER J MCNAMARA 1. Introduction Let G = Sp2g be the symplectic group (Chevalley group scheme over Z). Let K be a maximal compact subgroup of G = G(R). The symmetric space G(R)/K is commonly Add to Reading List