1. First manipulations on the similarity relation
Definition 1. Two matrices A and B with coefficients in the body are said to be similar, and we write .
, if there exists an invertible matrix
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First manipulations on the similarity relation
References
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(1) - ADKINS (A.), WEINTRAUB (S.) - Algebra. An Introduction via module Theory, - Springer 1992. ISBN 0-387-97839-9.
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(2) - CHAMBADAL (L.), OVAERT (J.-L.) - Algèbre linéaire et algèbre tensorielle - , Dunod 1968.
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(3) - FRENEL (J.) - Algèbre des matrices, - Hermann...
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