submatrix การใช้

• In the 2D algorithm, each processor is responsible for one submatrix of.
• This operator is precisely the " A " 22 submatrix from above.
• The Hilbert matrix is also totally positive ( meaning the determinant of every submatrix is positive ).
• Note that it is possible to run the algorithm when there is only one " F " submatrix.
• The nullity theorem states that the nullity of any submatrix equals the nullity of the complementary submatrix of the inverse.
• The nullity theorem states that the nullity of any submatrix equals the nullity of the complementary submatrix of the inverse.
• A "'principal submatrix "'is a square submatrix obtained by removing certain rows and columns.
• A "'principal submatrix "'is a square submatrix obtained by removing certain rows and columns.
• During the execution of Bareiss algorithm, every integer that is computed is the determinant of a submatrix of the input matrix.
• The corresponding discriminator is correlated to the permanent of the submatrix associated with a given measurement pattern, but can be efficiently calculated.
• Another precursor to feature geometry was proposed by Roger Lass in 1976, in which he proposed a laryngeal feature submatrix within a distinctive feature matrix.
• For example, removing the first row and first column of M, which intersect at the 1, 1 entry of M gives the following submatrix:
• It is totally monotone if the same property is true for every submatrix ( defined by an arbitrary subset of the rows and columns of the given matrix ).
• Every coefficient of the subresultant polynomials is defined as the determinant of a submatrix of the Sylvester matrix of " P " and " Q ".
• According to some authors, a principal submatrix is a submatrix in which the set of row indices that remain is the same as the set of column indices that remain.
• According to some authors, a principal submatrix is a submatrix in which the set of row indices that remain is the same as the set of column indices that remain.
• Equivalently, a matrix is totally monotone if there does not exist a 2 & times; 2 submatrix whose row minima are in the top right and bottom left corners.
• The 2 ?2 upper left submatrix of, obtained by removing the third ( last ) row and third ( last ) column from is the matrix of the quadratic form.
• Equivalently, R can also be viewed as a submatrix of the input matrix A such that R = M \ times N where M \ subseteq X and N \ subseteq Y.
• The regular matroids are the matroids that can be defined from a totally unimodular matrix, a matrix in which every square submatrix has determinant 0, 1, or & minus; 1.