"The determinant of the matrix is zero, indicating that the system of equations may not have a unique solution." 这句话中的 "determinant" 是指矩阵的行列式,这是一个数学术语,用于描述矩阵的某些重要性质。在这个句子中,它被用来描述一个线性方程组的解的性质。如果一个矩阵的行列式为零,那么这个矩阵是...
For a 3×3 matrix A = [a b c; d e f; g h i], the determinant is given by: |A| = a(ei – fh) – b(di – fg) + c(dh – eg) The determinant of a matrix can be used to determine if a matrix has an inverse or not. If the determinant of a matrix is zero, then ...
aThe determinant det(A) of a matrix A is non-zero if and only if A is invertible or, yet another equivalent statement, if its rank equals the size of the matrix. If so, the determinant of the inverse matrix is given by 定列式det (A)矩阵A是非零的,如果和,只有当A是可转位的或,另外...
美 英 un.矩阵的行列式 英汉 un. 1. 矩阵的行列式 例句
Proposition Let be a square matrix. If has a zero row (i.e., a row whose entries are all equal to zero) or a zero column, then ProofThe determinant of a singular matrix is zeroWe are now going to state one of the most important properties of the determinant. ...
2. Education is an important determinant of one's outlook on life. 教育是一个人生命中外在表现的重要决定因素。 3. If the determinant of a matrix is not equal to zero, he... 如果一个矩阵的行列式不等于零,他。。。 4. 4. So, let`s look at a related determinant of power: culture. ...
Use a calculator to compute the determinant of each matrix. If the determinant is zero, write singular matrir. If the determinant is nonzero, find A^(-1) and store the result as matrix B (((STO)→) ((2nd)) (^(-1)) 2: [B] ((ENTER)))....
If A is a 9 x 9 matrix with 7 pivots, what is the determinant of A? What is the determinant of a matrix with size 8x7? What does it mean when the determinant of a matrix is 0? What is a matrix with a determinant of zero called?
Study on Computation Method of Generalized Cylic MatrixDeterminant 一类类循环矩阵行列式计算方法的研究 属类:行业术语-中文论文标题- The Evaluation of the Immunologic Effect of the Chimeric Plasmid Encoding HBsAg "a"DeterminantRegion with Truncated HBV Core Gene as Vector ...
Zero Matrixdiagonal matrixHere, we present determinants of some square matrices of field elements. First, the determinat of 2 * 2 matrix is shown. Secondly, the determinants of zero matrix and unit matrix are shown, which are equal to 0 in the field and 1 in the field respectively. ...