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self-adjoint operator

  • 自伴算子

网络释义专业释义英英释义

短语

essentially self adjoint operator 本质自伴算子

self adjoint operator 自共轭算子

non-self adjoint operator [数] 非自伴算子

almost self-adjoint operator 准自伴算符

non-self-adjoint operator 非自伴算子

nonnegative self-adjoint operator [数] 非负自伴算子

completely continuous self-adjoint operator [数] 完全连续自伴随算子

unitarily equivalent self-adjoint operator [数] 酉等价自伴算子

self-adjoint operator algebra 自伴算子代数

essential self-adjoint operator [数] 本质自伴算子

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  • 自伴算子 - 引用次数:13

    参考来源 - 常型Dirac算子的特征值问题

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Self-adjoint operator

  • abstract: In mathematics, on a finite-dimensional inner product space, a self-adjoint operator is an operator that is its own adjoint, or, equivalently, one whose matrix is Hermitian, where a Hermitian matrix is one which is equal to its own conjugate transpose. By the finite-dimensional spectral theorem, such operators can be associated with an orthonormal basis of the underlying space in which the operator is represented as a diagonal matrix with entries in the real numbers.

以上来源于: WordNet

双语例句

  • However, a number of very important application problems cannot lead to self-adjoint operator for the transverse coordinate.

    然而应用大量问题不能导致共轭算子

    youdao

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