companion matrix2 x 2 matrixGENERALIZED INVERSESRINGSIn this paper, characterizations of right core inverse are given by one-sided invertibility. The necessary and sufficient conditions, which guarantee that paq has right core inverses, are investigated. Furthermore, characterizations of right core ...
right inverse matrix专业释义 <数学> 右逆矩阵词条提问 欢迎你对此术语进行提问>> 行业词表 石油纺织轻工业造纸采矿信息学农业冶金化学医学医药地理地质外贸建筑心理学数学机械核能汽车海事消防物理生物学电力电子金融财会证券法律管理经贸人名药名解剖学胚胎学生理学药学遗传学中医印刷商业商务大气科学天文岩土工程测绘土木...
6) inverse matrix method 逆矩阵法 1. Two calculational methods for analyzing the spectrum which measured by indoor low background multi-channels gamma-rays spectometer(Na(Tl)) to get the specific activity of 226Ra, 232Th and 40K of the sample are discussed, they are the spectrum analysis ...
网络释义 1. 右逆元 机械英汉词典(R)-机械资讯-马棚网 ... right helicoid 右螺旋面right inverse右逆元right limit 右极限 ... www.mapeng.net|基于14个网页 2. 右逆算子 数学专业英语词汇16... ... right invariant haar measure 右不变哈尔测度right inverse右逆算子right inverse element 右逆元 .....
ZG Zeng,W Liu - International Conference of Matrices & Operators 被引量: 0发表: 2011年 Left and right inverse eigenpairs problem with a submatrix constraint for the generalized centrosymmetric matrix LeftandRightEigenpairsOrthogonalMatricesOptimalApproximationLeft and right inverse eigenpairs problem is a ...
canonical form better,the paper puts forward the concept of left and right identity matrix,and points out the relation between the row(column) Hermite canonical form of matrix and right(left) identity matrix,in the end uses them flexible to discuss the generalized inverse matrix and matrix ...
The rank methods of matrix are used to study the reverse order law for the generalized inverse of the matrices right semi-tensor product.Let(Bd,W2 Ip)*Ad,W1=(Bd,W2 Ip)W2W1Ad,W1 be given.At the same time,a sufficient and necessary condition for the weighted Drazin inverse(A⊙B)d,I=...
The element of a set of numbers that when combined with another number in a particular operation leaves that number unchanged. For example, 0 is the identity element under addition for the real numbers, since if a is any real number, a + 0 = 0 + a = a. Similarly, 1 is the identity...
quantum linear algebra identities; we give a new, bijective proof of the right-quantum matrix inverse theorem, we show that similar techniques prove the right-quantum Jacobi ratio theorem, and we use the matrix inverse formula to find a generalization of the (right-quantum) MacMahon master ...
Inverse matrix eigenvalue problems From the introduction: By the inverse eigenvalue problem, we mean a class of problems that can generally be described as follows: given a class ${\\cal C}$... KD Ikramov,VN Chugunov - 《Journal of Mathematical Sciences》 被引量: 41发表: 2000年 An It...