equation 5.183 eq:rep-unitary-invariance

open in the book · parts/02-mathematical-methods/03-linear-algebra-representations.tex:6369

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equation 5.183: eq:rep-unitary-invariance5.183lemma 5.150: Invariance of the orthogonal complement5.150proposition 5.155: Averaging trick5.155definition 5.147: Invariant subspace5.147definition 5.144: Unitary representation5.144equation 4.25: eq:alg-hom-inverse4.25equation 5.52: eq:lin-orthogonal-complement5.52proposition 5.151: prop:rep-not-totally-reducible5.151proposition 5.153: prop:rep-unitary-completely-reducible5.153proof : ch:03-linear-algebra-representations@proof-63proofdefinition 5.18: Inner product5.18definition 5.145: Equivalent representations5.145proposition 5.28: Gram–Schmidt5.28theorem 101.62: The mixing matrix is unitary101.62proof : ch:03-linear-algebra-representations@proof-66proof

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depends_on Invariance of the orthogonal complement declared parts/02-mathematical-methods/03-linear-algebra-representations.tex:6382
depends_on Averaging trick declared parts/02-mathematical-methods/03-linear-algebra-representations.tex:6603