Matrices

Jacket matrix

In mathematics, a jacket matrix is a of order n if its entries are non-zero and real, complex, or from a finite field, and where In is the identity matrix, and where T denotes the transpose of the matrix. In other words, the inverse of a jacket matrix is determined its element-wise or block-wise inverse. The definition above may also be expressed as: The jacket matrix is a generalization of the Hadamard matrix; it is a diagonal block-wise inverse matrix. (Wikipedia).

Jacket matrix
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From playlist Intro to Matrices

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Related pages

Identity matrix | Complex number | Diagonal matrix | Mathematics | Finite field | Transpose | Real number | Hadamard matrix | Euler's formula | Multiplicative inverse