百度试题 结果1 题目If A has an inverse, how would you solve the matrix equation AX=B?相关知识点: 试题来源: 解析 Find A^(-1) and multiply both sides (from the left):A^(-1)(AX)=A^(-1)BX=A^(-1)B反馈 收藏
A necessary and sufficient condition for the matrix equation AXB+ CYD= E to be consistent is established, and if it is, a representation of the general solution is given, thus generalizing earlier results concerning the equation AX+ YB= C....
The ∗congruence class of the solutions to matrix equation (AX, XB) = (E, F) were given in [10] by using the singular value decomposition and generalized singular value decomposition. The matrix equation (AX, XB) = (E, F) with constraint PX = ±XP, where P is a given projected ...
LiisnngderMatrixgleiehungAX-XB=C.AngegebenwirdeinealgebraischeFormelfiirdieL6sungder GleichungAX-XB=CundeinaufihrbasierenderL6sungsalgorithmus. 1.Introduction Weconsiderthematrixequation AX-XB=C (1) whereA,B,Careknownmxm,nxnandrnxnmatricesrespectively.Asiswell ...
The matrix equation AXB+CXD=E 来自 ACM 喜欢 0 阅读量: 26 作者: SK Mitra 摘要: Canonical representation of a singular pencil given in Gantmacher [1] and a theorem of Kucera [3] for a special case are used to solve the matrix equation AXB + CXD = E....
The solution of the matrix equation AXB=D and the system of matrix equations AX=C,XB=D with X*X=Ip In this paper, the solvability conditions for the matrix equation A X B = D and a pair of matrix equations A X = C , X B = D with the constraint X * X = I ... H Zhang...
General solutions to the matrix equation AX-EXF=BY and their applications矩阵方程AX-EXF=BY的通解及其应用参数通解完全自由度右互质分解Luenberger函数观测器参数化方法给出矩阵方程 AX-EXY=BY的一个完全解析的、具有显式表达式和完全自由度的参数解 (X,Y) .这里假设矩阵束 (E,A,B) 为R-能控的, F为任意...
求问If an augmented matrix [A b] has a pivot position in every row,then the equation Ax=b may or may not be consistent.什么情况下是inconsistent的? 扫码下载作业帮搜索答疑一搜即得 答案解析 查看更多优质解析 解答一 举报 此时方程的个数小于等于未知量的个数时有解方程的个数大于未知量的个数时无...
Solution: Since A is invertible, the equation Ax=0 has only the zero solution x=0. The nullspace is Z . It contains only the single point x=0 in R2. Through elimination we can find that there are no special solutions and both columns of this matrix have pivots. The rectangular matrix...
The Matrix Equation $AZ + B - ZCZ - ZD = 0$ 来自 Semantic Scholar 喜欢 0 阅读量: 57 作者: Hans-Bernhard Meyer 摘要: A short treatment is given of quadratic matrix equations, which are important for various applications (see, e.g., the literature cited in [4]). Conditions for ...