- 矩阵范数, 矩阵模数
- 矩阵模
- matrix: n. (pl. matrices 或matrixes) ...
- norm: n. 1.规范，模范；准则；(教育)标准。 2.(劳动) ...
- norm of a matrix: 矩型范数; 矩阵的范数; 矩阵范数; 阵的范数
- norm of matrix: 矩阵的范数
- consistent matrix norm: 相容(矩)阵范数; 相容矩阵模; 相容矩阵械
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matrix norm中文什么意思
- 矩阵范数, 矩阵模数
- 矩阵模
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例句与用法
- Consistent matrix norm
相容矩阵范数 - The subject is related and has applications to many different branches of pure and applied science such as operator theory , functional analysis , c " - algebras , banach algebras , matrix norms , inequalities , numerical analysis , perturbation theory , matrix polynomials , systems theory , quantum physics , etc . in recent years , the quadratic numerical range , one of the most important generalizations of the numerical range , was put forward in the course of people studying the spectral theory of the block operator matrix to the need of the development of some branches mentioned above
对它们的研究涉及到了基础数学及应用数学许多不同的分支，诸如算子理论，泛函分析， c ~ * -代数， banach代数，矩阵范数，不等式，数值分析，扰动性理论，矩阵多项式，系统论，量子物理等等，并且在这些分支上面得到了广泛的应用。近年来，为了上述某些数学分支发展的需要，人们在研究分块算子矩阵谱理论的过程中引入了数值域的一个重要推广：二次数值域。
百科释义
In mathematics, a matrix norm is a natural extension of the notion of a vector norm to matrices.
详细百科解释