adjointoperator

共軛算子(adjoint transformation) · 自共軛算子(self-adjoint operator) · 酉空間 · 酉算子 · 酉矩陣 · 正規算子(regular operators). 3.1. 線性變換的矩陣表示. 在第一、 ...

2010年12月4日 — In mathematics, the adjoint of an operator is a generalization of the notion of the Hermitian conjugate of a complex matrix to linear ...

The word adjoint has a number of related meanings. In linear algebra, it refers to the conjugate transpose and is most commonly denoted A^(H).

由 PS Johnson 著作 — Through the use of an orthonormal basis, this adjoint operation on linear operators (passing from T to T∗) is identified with the operation of forming the ...

Let A and A* be linear unbounded operators in H with domains D(A) and D(A*), respectively, and let A* be the adjoint operator of A (as an unbounded operator).

Theorem 1 (Adjoint operator). Let T ∈ B(X) be a bounded linear operator on a Hilbert space X. There exists a unique operator T∗ ∈ B(X) such that. 〈T x, y〉 ...

2020年3月12日 — Definition of the adjoint operator: A linear operator T on an inner product space V is said to have an adjoint operator T∗ on V if ⟨T(u),v⟩= ...

數學上，特別是泛函分析中，希爾伯特空間中的每個線性算子有一個相應的伴隨算子（adjoint operator）。算子的伴隨將方塊矩陣共軛轉置推廣到（可能）無窮維情形。