Recent directions in matrix stability

Linear Algebra and Its Applications

Volumn 171, Issue C, 1992, Pages 161-186

  Hershkowitz, Daniel ^a  

^a TECHNION ISRAEL INSTITUTE OF TECHNOLOGY   (Israel)

Author keywords

[No Author keywords available]

Indexed keywords

EID: 38249012613     PISSN: 00243795     EISSN: None     Source Type: Journal    
DOI: 10.1016/0024-3795(92)90257-B     Document Type: Article

References (48)

1. Applications of M-matrices to the stability problems of composite dynamical systems
2. Stabilization by a diagonal matrix
3. Positive diagonal solutions to the Lyapunov equations
4. Matrix diagonal stability and its implications
5. Characterization of acyclic D-stable matrices
6. Graph theoretical methods in studying stability
7. ALPS: Matrices with nonpositive off-diagonal entries
8. ALPS: Classes of stable and semipositive matrices
9. Real 3X3 D-stable matrices
10. Weakly sign-symmetric matrices and some determinantal inequalities
11. A class of positive stable matrices
12. A semidefinite Lyapunov theorem and the characterization of tridiagonal D-stable matrices
13. Sur l'équation á l'aide de laquelle on détermine les inégalités seculaires de mouvement des planétes
14. Three types of matrix stability
15. The Hadamard-Fischer inequality for a class of matrices defined by eigenvalue monotonicity
16. On the stabilization of matrices and the convergence of linear iterative processes
17. Weak interlacing property of totally positive matrices
18. On algebraic equations whose roots lie in a circle or in a half plane
19. Global stability in two species interactions
20. Global stability in many species systems
21. Nonlinear diffusion equations in biology
22. Concerning the interior of the D-stable matrices
23. Sur le nombre des racines d'une équation algébrique comprise entre des limites données
24. Stability of acyclic matrices
25. Lyapunov diagonal semistability of acyclic matrices
26. 0-matrices
27. Notes on ω- and τ-matrices
28. Scalings of vector spaces and the uniqueness of Lyapunov scaling factors
29. Lyapunov diagonal semistability of real H-matrices
30. Semistability factors and semifactors
31. Cones of real positive semidefinite matrices associated with matrix stability
32. Über die Bedingungen, unter welchen eine Gleichung nur Wurzeln mit negativen reellen Teilen besitzt
33. Second, third and fourth order D-stability
34. Sufficient conditions for D-stability
35. On two classes of matrices with positive diagonal solutions to the Lyapunov equation
36. On complex eigenvalues of M and P matrices
37. Sur la signe de la partie réelle des racines d'une équation algébrique
38. Le Probléme Général de la Stabilité du Mouvement
39. On Classes of Matrices Containing M-Matrices, Totally Nonnegative and Hermitian Positive Semidefinite Matrices
40. Stability of multiple markets The Hick conditions
41. On the uniqueness of the Lyapunov scaling factors
42. More on the uniqueness of the Lyapunov scaling factors
43. Maximal Lyapunov scaling factors and their applications in the study of Lyapunov diagonal semistability of block triangular matrices
44. Research problem
45. Recent results in linear algebra and its applications