Sentence examples for matrix of t from inspiring English sources

be the Jacobian matrix of T at a fixed point ( x ¯, y ¯ ).

and the Jacobian matrix of T 2 ( x, y ) is invertible for all x ≥ 0 and y ≥ 0. □.

The Jacobian matrix of T 2 at the point is given by J T 2 = ( e f g h ), (37).

where E is the expectation operation and Q k = E y k y k H is the transmission covariance matrix of T k.

Theorem 4 Let T ( z ) be a reflection map in the group G with c ≠ 0 and let T be the corresponding matrix of T ( z ).

The Jacobian matrix of T at x ¯ has real eigenvalues λ, μ such that 0 < | λ | < μ, where | λ | < 1, and the eigenspace E λ associated with λ is not a coordinate axis.  .

The existence of a t- v,k,λ) design implies t- v,kertain 'almost constant' vectors belong to the convex cone generated by the columns of the incidence matrix of t-subsets versus k-subsets of a v-set.

In other words, there is no more Θ, a matrix of t-tuples.

The fact of not creating the matrix of t-tuples at the beginning explains this result.

On the other hand, TTR 1.2 only needs one auxiliary matrix to work and it does not generate, at the beginning, the matrix of t-tuples.

The first step is to factor X as X = TL, where T is an orthogonal n × k matrix of T-scores and L is a k × p matrix of factor loadings.