adjointmatrixwiki

(mathematics) The transpose of the cofactor matrix of a given square matrix. (mathematics, linear algebra, of a matrix) Transpose conjugate. ( ...

> Properties of the adjoint · The adjoint of a matrix · > Self-adjoint matrices are symmetric or hermitian · > Self-adjoint operators have real spectrum · Unitary ...

In linear algebra, the adjugate of a square matrix A is the transpose of its cofactor matrix and is denoted by adj(A). ... It is also occasionally known as ...

The cofactor matrix (denoted by cof) is the matrix created from the determinants of the matrices not part of a given element's row and column.

2023年9月20日 — Adjoint Matrix may refer to: Definition:Adjugate Matrix · Definition:Hermitian Conjugate · Categories: Definition Disambiguation Pages ...

2023年9月17日 — Definition. Let A=[a]n be a square matrix of order n. Let C be its cofactor matrix. The adjugate matrix of A is the transpose of C:.

A matrix is a rectangular array of numbers, arranged in rows and columns. For instance, the left matrix has two rows and three columns, while the right matrix ...

A.adjoint() matrix of cofactors. A.restrict(V) restriction to invariant subspace V. Row Operations. Row Operations: (change matrix in place). Caution: first row ...

在線性代數中，一個方形矩陣的伴隨矩陣（英語：adjugate matrix）是一個類似於逆矩陣的概念。如果矩陣可逆，那麼它的逆矩陣和它的伴隨矩陣之間只差一個係數。