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Results: 1-15 |
Results: 15
On the inertia law for normal matrices
Authors: Ikramov, KD
Citation: Kd. Ikramov, On the inertia law for normal matrices, DOKL MATH, 64(2), 2001, pp. 141-142
Unitary equivalence as an implication of similarity and Hermitian congruence
Authors: Ikramov, KD
Citation: Kd. Ikramov, Unitary equivalence as an implication of similarity and Hermitian congruence, DOKL MATH, 64(1), 2001, pp. 121-122
On the unitary similarity of a matrix and its transpose
Authors: Ikramov, KD
Citation: Kd. Ikramov, On the unitary similarity of a matrix and its transpose, DOKL MATH, 63(3), 2001, pp. 377-378
Hamiltonian square roots of skew-Hamiltonian matrices revisited
Authors: Ikramov, KD
Citation: Kd. Ikramov, Hamiltonian square roots of skew-Hamiltonian matrices revisited, LIN ALG APP, 325(1-3), 2001, pp. 101-107
Bounding the growth factor in Gaussian elimination for Buckley's class of complex symmetric matrices
Authors: Ikramov, KD Kucherov, AB
Citation: Kd. Ikramov et Ab. Kucherov, Bounding the growth factor in Gaussian elimination for Buckley's class of complex symmetric matrices, NUM LIN ALG, 7(5), 2000, pp. 269-274
Theorems on the reducibility of a pair of matrices as rational criteria
Authors: Al'pin, YA Ikramov, KD
Citation: Ya. Al'Pin et Kd. Ikramov, Theorems on the reducibility of a pair of matrices as rational criteria, DOKL MATH, 61(3), 2000, pp. 373-375
Solving the generalized Djokovic problem
Authors: Al'pin, YA Ikramov, KD
Citation: Ya. Al'Pin et Kd. Ikramov, Solving the generalized Djokovic problem, DOKL MATH, 61(3), 2000, pp. 397-399
The sum of eigenspace of a matrix can be found by a rational computation
Authors: Al'pin, YA Ikramov, KD
Citation: Ya. Al'Pin et Kd. Ikramov, The sum of eigenspace of a matrix can be found by a rational computation, DOKL AKAD N, 371(5), 2000, pp. 583-584
On a rational procedure verifying the existence of a two-dimensional common invariant subspace for a given pair of matrices
Authors: Al'pin, YA Ikramov, KD
Citation: Ya. Al'Pin et Kd. Ikramov, On a rational procedure verifying the existence of a two-dimensional common invariant subspace for a given pair of matrices, DOKL AKAD N, 371(4), 2000, pp. 439-441
Reducibility theorems for pairs of matrices as rational criteria
Authors: Al'pin, YA Ikramov, KD
Citation: Ya. Al'Pin et Kd. Ikramov, Reducibility theorems for pairs of matrices as rational criteria, LIN ALG APP, 313(1-3), 2000, pp. 155-161
Solving the two-dimensional CIS problem by a rational algorithm
Authors: Al'pin, YA George, A Ikramov, KD
Citation: Ya. Al'Pin et al., Solving the two-dimensional CIS problem by a rational algorithm, LIN ALG APP, 312(1-3), 2000, pp. 115-123
On condensed forms for partially commuting matrices
Authors: Alpin, YA Elsner, L Ikramov, KD
Citation: Ya. Alpin et al., On condensed forms for partially commuting matrices, LIN ALG APP, 306(1-3), 2000, pp. 165-182
On matrixes with the spectrum reacting predictably to column permutations
Authors: Ikramov, KD
Citation: Kd. Ikramov, On matrixes with the spectrum reacting predictably to column permutations, DOKL AKAD N, 364(3), 1999, pp. 310-312
An algebraic proof of a result by Gonzaga and Lara
Authors: Ikramov, KD
Citation: Kd. Ikramov, An algebraic proof of a result by Gonzaga and Lara, LIN ALG APP, 299(1-3), 1999, pp. 191-194
Common invariant subspaces of two matrices
Authors: George, A Ikramov, KD
Citation: A. George et Kd. Ikramov, Common invariant subspaces of two matrices, LIN ALG APP, 287(1-3), 1999, pp. 171-179
Risultati: 1-15 |