The phrase "all matrices are" is correct and usable in written English.
You can use it when discussing properties, characteristics, or classifications of matrices in mathematics or related fields.
Example: "In linear algebra, all matrices are defined by their dimensions and the types of numbers they contain."
Alternatives: "every matrix is" or "all types of matrices are".
All matrices are assumed to be independent of the transversal coordinate.
The distribution functions are 2×2 matrix-valued to accommodate the spin degree of freedom, and the scalar quantum Boltzmann equation is recovered as a special case when all matrices are proportional to the identity.
All matrices are absolutely summable in each row or column.
All matrices are normalised row-wise; diagonals are zero as no self-loops are allowed.
The distribution functions are 2 × 2 matrix-valued to accommodate the spin degree of freedom, and the scalar quantum Boltzmann equation is recovered as a special case when all matrices are proportional to the identity.
Once saturated pixels are corrected, all matrices are resized to their initial dimensions by removing the rows and columns previously added, which results in matrices X′,Y′,Z′, and A′.
All matrices were plasticized within 2 min, resulting in a loss of crystalline sucrose.
The lower limit of quantitation (LLOQ) for all matrices was 10 ng/ml except that for mouse plasma and brain LLOQ was 1 ng/ml.
All matrices were screened for estrogenic activity prior to and after chemical extraction and the results were compared to an enzyme immunoassay (EIA).
If is an integer, the space of all matrices is denoted by, the zero matrix by, and the identity matrix by. is a lattice under the canonical ordering defined by what follows: means that for every,, where and.
All matrices were scaled so that the average total rate over all simulated sites equals 1.
