Sentence examples for matrices of dimension from inspiring English sources
We choose two diagonal matrices of dimension (n = 1000).
where denotes the vector space of symmetric matrices of dimension.
(Notation) We denote the set of symmetrical and positively defined matrices of dimension n by S +(n).
Let and be two square matrices of dimension such that has all zero elements except for and (2.7).
Thus, we get a faithful representation of (mathcal {K}_{p, n}=wr _{k=1}^nC_p) by uni-triangular matrices of dimension (p^{n-1}+1).
From each of the above-defined matrices, unique block diagonal matrices of dimension are reproduced which contain the original matrix as one of the diagonal blocks of dimension.
where JL and JN are the reversal matrices of dimensions (L × L) and (N × N), respectively.
where C(t i ), D(t i ), E(t i ), and F(t i ) are matrices of dimensions 2 × l, 2 × l, 2 × l', and 2 × l', respectively.
Let S and B be binary matrices of dimensions n× k and k× m, respectively.
Dimensionality reduction was performed on a FR matrix of dimension (units (n) × ∑t i), where n is the number of recorded units, and t i denotes the number of time points for the ith condition over time.
The energy dissipation associated with the mathematical model for this spacer can be expressed in the form of a symmetric matrix of dimension 16 × 16.
