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- In this paper the idea of synchronous vector and adjoint matrix are proposed. 本文提出了同步矢量和伴生矩陣的概念。
- Associated with the notion of the transposed matrix is its complex conjugatx known to physicists as the adjoint matrix. 跟轉置矩陣記號相聯(lián)系的是它的復共軛矩陣,物理學(xué)家稱(chēng)之為伴矩陣。
- Some properties of adjoint matrix are discussed. The properties are symmetry, antisymmetry, positive definite, positive semi-definite, orthogonal and characteristic value. 摘要討論了伴隨矩陣在對稱(chēng)、反對稱(chēng)、正定、半正定、正交、相似和特徵值等方面的性質(zhì)。
- The inversion formula of a Cauchy matrix is proved in a different way from the adjoint matrix approach,which is by means of Complex Analysis and matrix equation theory. 用復分析和矩陣方程理論給出C auchy矩陣求逆公式的一種新證明.
- In this paper, Cyclic Matrix Inversion is discussed, and two methods of cyclic Matrix Inversion (linear, equations method, adjoint matrix method) are proposed. 摘要探討循環(huán)矩陣的求逆問(wèn)題，提出求解循環(huán)矩陣的逆矩陣的兩種方法，線(xiàn)性方程組法，伴隨矩陣法。
- Several properties of adjoint matrix over an arbitrary ring and obtain some results over domain are given. It is a further generalization of the results over an arbitrary field. 摘要討論了交換環(huán)上伴隨矩陣的若干性質(zhì)，給出了整環(huán)上的一個(gè)主要結論。這些結果均推廣了域上的結論。
- This paper suras up some properties of the adjoint matrix A* of a matrixA,and discusses the adjoint matrix of some special matrix. The result in the paper has been extended correspondingly. 本文給出了n階方陣A的伴隨矩陣A*的一些性質(zhì),并研究了某些特殊矩陣的伴隨矩陣,推廣了文獻中已有結果。
- A method of adjoint matrix which is simple and convenient is presented in the paper.The method makes use of an elementary transformation of mastrix to find the solution of an invertible matrix. 給出了利用矩陣的初等行變換求可逆矩陣的伴隨矩陣的一種簡(jiǎn)便方法。
- By means of the equality it is simpler to prove some properties of the adjoint matrix,especially for the idempotent and nilpotent matrices. 此外;應用這一等式;十分簡(jiǎn)潔地證明了關(guān)于伴隨矩陣的若干性質(zhì).;尤其是關(guān)于冪等和冪零陣的伴隨陣的性質(zhì)證明
- Original Matrix of an Adjoint Matrix 伴隨矩陣的原矩陣
- On the Adjoint Matrix of a Real Idempotent Matrix 實(shí)冪等矩陣的伴隨矩陣
- Compared with other existing algorithm based on graphs, new algorithm is more efficient since its graph is concise and adjoint matrices are small-scale. 與已有的基于有向超圖的算法相比，新算法圖更簡(jiǎn)潔，矩陣規模更小，從而檢測效率得到提高。
- In this paper, we characterize the linear operators preserving adjoint matrices on the spaces of all matrices, symmetric matrices and upper triangular matrices over domain. 摘要木文刻畫(huà)了整環(huán)上的全矩陣空間、對稱(chēng)矩陣空間和上三角矩陣空間上保持伴隨矩陣的線(xiàn)性算子的結構。
- Weak adjoint matrix and its properties 弱伴隨矩陣及其性質(zhì)
- The properties of the Adjoint Matrix 伴隨矩陣的性質(zhì)
- On the Properties of Adjoint Matrix 關(guān)于伴隨矩陣性質(zhì)的討論
- The Discussion of the Adjoint Matrix 關(guān)于伴隨矩陣的討論
- Several Properties of Adjoint Matrix over A Ring 交換環(huán)上的伴隨矩陣的一個(gè)注記
- Some Characters of the Adjoint Matrix 伴隨矩陣的一些性質(zhì)
- Some Properties of The Adjoint Matrix 伴隨矩陣的若干性質(zhì)
