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Representations of Finite and Compact Groups 2024 pdf epub mobi 电子书 著者简介

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发表于2024-06-26

Representations of Finite and Compact Groups 2024 pdf epub mobi 电子书

Representations of Finite and Compact Groups 2024 pdf epub mobi 电子书

Representations of Finite and Compact Groups 2024 pdf epub mobi 电子书

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出版者:American Mathematical Society

作者:Barry Simon

出品人:

页数:266

译者:

出版时间:1995-12-1

价格:USD 45.00

装帧:Hardcover

isbn号码:9780821804537

丛书系列:Graduate Studies in Mathematics

Representations of Finite and Compact Groups 2024 pdf epub mobi 电子书

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if an irreducible representation is self-conjugate (unitarily equivalent to its complex conjugate) but not real (can't be given by all real matrices by choice of basis), then the representation space has the structure of a vector space over the quaternions in such a way that every representation matrix is quaternionic linear!

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if an irreducible representation is self-conjugate (unitarily equivalent to its complex conjugate) but not real (can't be given by all real matrices by choice of basis), then the representation space has the structure of a vector space over the quaternions in such a way that every representation matrix is quaternionic linear!

评分☆☆☆☆☆

if an irreducible representation is self-conjugate (unitarily equivalent to its complex conjugate) but not real (can't be given by all real matrices by choice of basis), then the representation space has the structure of a vector space over the quaternions in such a way that every representation matrix is quaternionic linear!

评分☆☆☆☆☆

if an irreducible representation is self-conjugate (unitarily equivalent to its complex conjugate) but not real (can't be given by all real matrices by choice of basis), then the representation space has the structure of a vector space over the quaternions in such a way that every representation matrix is quaternionic linear!

评分☆☆☆☆☆

if an irreducible representation is self-conjugate (unitarily equivalent to its complex conjugate) but not real (can't be given by all real matrices by choice of basis), then the representation space has the structure of a vector space over the quaternions in such a way that every representation matrix is quaternionic linear!

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