The phrase "and the second matrices" is correct and usable in written English.
It can be used when referring to a specific set of matrices in a mathematical or analytical context, particularly when discussing multiple matrices.
Example: "In our calculations, we will first analyze the first matrices and the second matrices to determine their relationships."
Alternatives: "and the subsequent matrices" or "as well as the second matrices".
The roster of dropped names above is a partial culling from reviews of the first "Hulk" and the second "Matrix" and from the sundry "think pieces" they have inspired in these and other pages.
containing the typical pixels of both regions (Stypical1) and (Stypical2), and the second matrix: T 2 = T max < α (12).
On the right-hand side of (13), the first matrix is the mass lumping matrix for intermediate and sink vertices using the row sum technique; and, the second matrix is the discrete transport operator for source and intermediate vertices.
On the right-hand side of (14), the first matrix is the consistent mass matrix for intermediate and sink vertices; and, the second matrix is the discrete transport operator for source vertices only, i.e., the required form.
Jamu-plant-disease relations can be represented using 2 matrices: first matrix is Jamu-plant relation with dimension 3138 × 465 and the second matrix is Jamu-disease relation with dimension 3138 × 18.
Then, a first matrix is built leaving out the tissues (columns) with the highest variance for each state and the second matrix by leaving out the tissues with the lowest variance for each state.
The size of each of the word sets Ω1 and Ω2 recognized by the first and the second matrix at the given thresholds, or the probabilities P({ ω : ω ∈ Ω1}), P({ ω : ω ∈ Ω2}) in case of weighted words, can be calculated using the strategy described in [ 17].
The input data includes two matrices, one for AS measurements { x e t }∈[0, 1], giving for each exon e ∈ {1,…, E} and condition t ∈ {1,…, T} the estimated fraction of isoforms that include the cassette exon, and the second matrix, { v e t }∈ℛ representing the estimated log-abundance of each exon's corresponding gene in each condition.
In other words, each matrix W selects two antennas out of three, where the first matrix selects antennas 1 and 2, the second matrix selects antennas 1 and 3, and finally the last matrix selects antennas 2 and 3. 2.
"Even those who saw the first 'Matrix' and loved it and then saw the second 'Matrix' and weren't in love are still going to want to know how it ends," said Paul Dergarabedian, president of Exhibitor Relations, which tracks box office revenue.
