Sentence examples for being a diagonal matrix from inspiring English sources
with being a diagonal matrix containing the highest eigenvalues.
The matrix T can be decomposed using the eigenvalue decomposition as: T = U † ∧ U with U = [u1, u2, …, u M ] and ∧ being a diagonal matrix with the eigenvalues in descending order.
with Q being a rotation matrix whose columns are the orthonormal eigenvectors of D and Λ being a diagonal matrix containing the eigenvalues: Λ = λ 1 0 0 0 λ 2 0 0 0 λ 3 (5).
The proposed CCS using l 2 -Sl0- CG algorithm can be implemented by the pseudo-code in Algorithm 2. Let Φ = UΣV T be the singular value decomposition (SVD) of Φ where UM×M and VN×N are unitary matrices, and Σ = [S, 0]M × N with S = diag(s1, …, s M ) being a diagonal matrix composed by the singular values of Φ.
We set conjugate prior distributions for β and σ, as and where μ0 = (μ0, μ1) T is composed of prior means, and σ Σ0 prior variances with Σ0 = diag(σ μ,σ1) being a diagonal matrix.
Thus (7A) and (8A) become and The factor analytic (FA) model that defines matrices for gP and gM in (5A) and (6A) is for pedigree and for markers where ΛP (or ΛM) is a matrix of order J × k, with the kth column containing the environment loadings for the kth latent factor, and Ψ being a diagonal matrix of the order J × J.
The eigendecomposition or diagonalization expresses A as a product VDV−1, where D is a diagonal matrix and V is a suitable invertible matrix.
And this is a diagonal matrix of eigenvalues.
This is a diagonal matrix of the eigenvalues.
where is a diagonal matrix with (6).
