歪エルミート行列
1. Skew-Hermitian matrixIn linear algebra, a square matrix with complex entries is said to be skew-Hermitian or antihermitian if its conjugate transpose is equal to its negative. That is, the matrix A is skew-Hermitian if it satisfies the relation where denotes the conjugate transpose of a matrix. In component form, this means that for all i and j, where ai,j is the i,j-th entry of A, and the overline denotes complex conjugation.
Read “Skew-Hermitian matrix” on English Wikipedia
Read “歪エルミート行列” on Japanese Wikipedia
Read “Skew-Hermitian matrix” on DBpedia
Read “Skew-Hermitian matrix” on English Wikipedia
Read “歪エルミート行列” on Japanese Wikipedia
Read “Skew-Hermitian matrix” on DBpedia
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