Abstracts
... (including triangular matrices) and matrices of the form Ap = n1 XX 0 where X is a p × n matrix with real entries and p → ∞ with n = n(p) → ∞ and p/n → y with 0 ≤ y < ∞. The sample ...
... (including triangular matrices) and matrices of the form Ap = n1 XX 0 where X is a p × n matrix with real entries and p → ∞ with n = n(p) → ∞ and p/n → y with 0 ≤ y < ∞. The sample ...
3.7.5 Multiplying Vectors and Matrices
... It is important to realize that you can use \dot" for both left- and rightmultiplication of vectors by matrices. Mathematica makes no distinction between \row" and \column" vectors. Dot carries out whatever operation is possible. (In formal terms, a.b contracts the last index of the tensor a with th ...
... It is important to realize that you can use \dot" for both left- and rightmultiplication of vectors by matrices. Mathematica makes no distinction between \row" and \column" vectors. Dot carries out whatever operation is possible. (In formal terms, a.b contracts the last index of the tensor a with th ...
