Sentence examples for matrices means that from inspiring English sources

Exact(8)

The superscript " " denotes the transpose and the notation (resp., ) where and are symmetric matrices, means that is positive semi-definite (resp., positive definite).

The superscript " " denotes the transpose and the notation (resp., ), where and are symmetric matrices, means that is positive semidefinite (resp., positive definite).

The superscript " " denotes matrix transposition and the notation (resp., ), where and are symmetric matrices, means that is positive semidefinite (resp., positive definite).

The notation (X>Y) ((Xge Y)), where X, Y are symmetric matrices, means that (X-Y) is positive definite (positive semidefinite).

The code (Xgeq Y) (each (X>Y)), where X and Y are symmetric matrices, means that (X-Y) is positive semi-definitive (respectively positive definite).

The superscript 'T' denotes the transpose and the notation X ≥ Y (respectively, X > Y ) where X and Y are symmetric matrices, means that X − Y is positive semi-definite (respectively, positive definite); I is the identity matrix with compatible dimension.

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Similar(52)

The announcements made last week by New York and Wisconsin that they were withdrawing from Matrix means that only five states remain actively involved Florida, Michigan, Pennsylvania, Connecticut and Ohio.

Our manipulation on the matrix means that real value 'RMSD A,B ≠RMSD B,A)' approximately assumed into 'RMSD A,B =RMSD B,A)'.

The representation of the model using matrixes means that the bulk of the specification work can be done using a desktop spreadsheet program and does not require specialized software, facilitating collaboration with external experts.

The conditions of the 3D assay are more akin to migration through the interstitial environment because the cells are surrounded by matrix and the deformability of the matrix means that cells can use their contractile force to deform and squeeze through the matrix [1], [4].

A low-rank G-matrix means that there are absolute genetic constraints on evolution (Lande 1979).

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