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Results: 1-10 |
Results: 10
THE ASYMPTOTIC-BEHAVIOR OF THE EIGENVALUES OF A SINGULARLY PERTURBED LINEAR PENCIL
Authors: NAJMAN B LANGER H MORO J
Citation: B. Najman et al., THE ASYMPTOTIC-BEHAVIOR OF THE EIGENVALUES OF A SINGULARLY PERTURBED LINEAR PENCIL, SIAM journal on matrix analysis and applications (Print), 20(2), 1998, pp. 420-427
INSTABILITY OF SINGULAR CRITICAL-POINTS OF DEFINITIZABLE OPERATORS
Authors: LANGER H NAJMAN B
Citation: H. Langer et B. Najman, INSTABILITY OF SINGULAR CRITICAL-POINTS OF DEFINITIZABLE OPERATORS, Integral equations and operator theory, 28(1), 1997, pp. 60-71
RESOLVENT ESTIMATES FOR SINGULARLY PERTURBED ELLIPTIC-OPERATORS IN HOLDER SPACES
Authors: NAJMAN B
Citation: B. Najman, RESOLVENT ESTIMATES FOR SINGULARLY PERTURBED ELLIPTIC-OPERATORS IN HOLDER SPACES, Mathematische Nachrichten, 184, 1997, pp. 245-257
PRESERVATION OF THE RANGE UNDER PERTURBATIONS OF AN OPERATOR
Authors: CURGUS B NAJMAN B
Citation: B. Curgus et B. Najman, PRESERVATION OF THE RANGE UNDER PERTURBATIONS OF AN OPERATOR, Proceedings of the American Mathematical Society, 125(9), 1997, pp. 2627-2631
QUASI-LINEAR PARABOLIC PARABOLIC SINGULAR PERTURBATIONS
Authors: NAJMAN B
Citation: B. Najman, QUASI-LINEAR PARABOLIC PARABOLIC SINGULAR PERTURBATIONS, Nonlinear analysis, 26(2), 1996, pp. 277-297
QUADRATIC EIGENVALUE PROBLEMS
Authors: CURGUS B NAJMAN B
Citation: B. Curgus et B. Najman, QUADRATIC EIGENVALUE PROBLEMS, Mathematische Nachrichten, 174, 1995, pp. 55-64
THE OPERATOR (SGN X)D(2) DX(2) IS SIMILAR TO A SELF-ADJOINT OPERATOR IN L(2)(R)/
Authors: CURGUS B NAJMAN B
Citation: B. Curgus et B. Najman, THE OPERATOR (SGN X)D(2) DX(2) IS SIMILAR TO A SELF-ADJOINT OPERATOR IN L(2)(R)/, Proceedings of the American Mathematical Society, 123(4), 1995, pp. 1125-1128
NONDEGENERATE JORDAN SUBSPACES OF SELF-ADJOINT OPERATORS IN INDEFINITE SPACES
Authors: AZIZOV TJ BINDING PA BOGNAR J NAJMAN B
Citation: Tj. Azizov et al., NONDEGENERATE JORDAN SUBSPACES OF SELF-ADJOINT OPERATORS IN INDEFINITE SPACES, Linear algebra and its applications, 207, 1994, pp. 37-48
A VARIATIONAL PRINCIPLE IN KREIN SPACE
Authors: BINDING P NAJMAN B
Citation: P. Binding et B. Najman, A VARIATIONAL PRINCIPLE IN KREIN SPACE, Transactions of the American Mathematical Society, 342(2), 1994, pp. 489-499
A MINIMAX CHARACTERIZATION FOR EIGENVALUES OF HERMITIAN PENCILS .2.
Authors: NAJMAN B YE Q
Citation: B. Najman et Q. Ye, A MINIMAX CHARACTERIZATION FOR EIGENVALUES OF HERMITIAN PENCILS .2., Linear algebra and its applications, 191, 1993, pp. 183-197
Risultati: 1-10 |