Suppose A is an antisymmetric (20) tensor, B a symmetric (02) tensor, C an arbitrary (02) tensor,

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Suppose A is an antisymmetric (20) tensor, B a symmetric (02) tensor, C an arbitrary (02) tensor, and D an arbitrary (20) tensor, Prove?
(a) Aa( Ba( = 0;
(b) Aa( Ca( = Aa(C[a(];
(c) Ba(Da( = Ba(D(a().

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A First Course in General Relativity

ISBN: 978-0521887052

2nd edition

Authors: Bernard Schutz

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Question Posted: Jun 21, 2016 07:54 AM

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Suppose A is an antisymmetric (20) tensor, B a symmetric (02) tensor, C an arbitrary (02) tensor,

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A is an antisymmetric 2 0 tensor B is a symmetric 0 2 tensor C is an arbitrary 0 2 tensor D is ...View the full answer

A First Course in General Relativity

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