Results for nonsingular translation from English to Spanish

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English

nonsingular

Spanish

matriz invertible

Last Update: 2012-01-18
Usage Frequency: 1
Quality:

Reference: Wikipedia

English

prove that for any natural numbers and , the matrix , () is nonsingular.

Spanish

probar eso para cualquier número natural y , la matriz , ( ) es no singular.

Last Update: 2018-02-13
Usage Frequency: 2
Quality:

Reference: Wikipedia

English

when parametrised by "g"("t") = ("t",0) it is nonsingular.

Spanish

when parametrised by "g"("t") = ("t",0) it is nonsingular.

Last Update: 2016-03-03
Usage Frequency: 1
Quality:

Reference: Wikipedia
Warning: Contains invisible HTML formatting

English

in particular, the vectors are linearly independent if and only if the gram determinant is nonzero (if and only if the gram matrix is nonsingular).

Spanish

en particular, los vectores son linealmente independientes si y sólo si el determinante de gram no es nulo (es decir, si la matriz de gram es invertible).

Last Update: 2016-03-03
Usage Frequency: 1
Quality:

Reference: Wikipedia

English

in the case of a function of a single variable, the hessian is simply the second derivative, viewed as a 1×1-matrix, which is nonsingular if and only if it is not zero.

Spanish

en el caso de una función real de una variable real, el hessiano es simplemente la segunda derivada, y la no singularidad es equivalente a ser diferente de cero.

Last Update: 2016-03-03
Usage Frequency: 1
Quality:

Reference: Wikipedia

English

"y" is nonsingular at "p" if "y" satisfies a jacobian condition: if "m" = (∂"fi"/∂"xj") is the matrix of partial derivatives of the defining equations of the variety, then the rank of the matrix found by evaluating "m" at "p" is "n" − dim "y".

Spanish

"y" is nonsingular at "p" if "y" satisfies a jacobian condition: if "m" = (∂"fi"/∂"xj") is the matrix of partial derivatives of the defining equations of the variety, then the rank of the matrix found by evaluating "m" at "p" is "n" − dim "y".

Last Update: 2016-03-03
Usage Frequency: 1
Quality:

Reference: Wikipedia
Warning: Contains invisible HTML formatting

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