unitary matrix
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In linear algebra, an invertible complex square matrix U is unitary if its matrix inverse U equals its conjugate transpose U, that is, if
U
Connections
eigenvectors and eigenvalues
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block matrix
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determinant
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invertible matrix
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adjacency matrix
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unimodular matrix
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band matrix
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definite matrix
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physics
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statistics
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quantum mechanics
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International Standard Book Number
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complex number
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integer
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linear algebra
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real number
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digital object identifier
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matrix
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International Standard Serial Number
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group
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