Add to ORKGNew perturbation results for the behavior of eigenvalues and Jordan forms of real and complex matrices under generic rank one perturbations are discussed. Several results that are available in the complex case are proved as well for the real case and the assumptions on the genericity are weakened. Rank one perturbations that lead to maximal algebraic multiplicities of the “new” eigenvalues are also discussedhttp://oam.ele-math.com/http://oam.ele-math.com/07-22/Jordan-forms-of-real-and-complex-matrices-under-rank-one-perturbationsdx.doi.org/10.7153/oam-07-2
Low rank perturbations of right eigenvalues of quaternion matrices are considered. For real and comp...
Abstract Rank-one perturbation of arbitrary matrices has many practical applications. In this paper,...
We present in this note a correction to Theorem 17 in Ran and Wojtylak (Compl. Anal. Oper. Theory 15...
New perturbation results for the behavior of eigenvalues and Jordan forms of real and complex matric...
New perturbation results for the behavior of eigenvalues and Jordan forms of real and complex matric...
New perturbation results for the behavior of eigenvalues and Jordan forms of real and complex matric...
We consider a generic rank one structured perturbation on H-positive real matrices. The case with co...
We consider a generic rank one structured perturbation on H-positive real matrices. The case with co...
We study the perturbation theory of structured matrices under structured rank one perturbations, and...
We study the perturbation theory of structured matrices under structured rank one perturbations, wit...
For selfadjoint matrices in an indefinite inner product, possible canonical forms are identified tha...
For selfadjoint matrices in an indefinite inner product, possible canonical forms are identified tha...
Abstractudy the perturbation theory of structured matrices under structured rank one perturbations, ...
AbstractFor selfadjoint matrices in an indefinite inner product, possible canonical forms are identi...
Low rank perturbations of right eigenvalues of quaternion matrices are considered. For real and comp...
Low rank perturbations of right eigenvalues of quaternion matrices are considered. For real and comp...
Abstract Rank-one perturbation of arbitrary matrices has many practical applications. In this paper,...
We present in this note a correction to Theorem 17 in Ran and Wojtylak (Compl. Anal. Oper. Theory 15...
New perturbation results for the behavior of eigenvalues and Jordan forms of real and complex matric...
New perturbation results for the behavior of eigenvalues and Jordan forms of real and complex matric...
New perturbation results for the behavior of eigenvalues and Jordan forms of real and complex matric...
We consider a generic rank one structured perturbation on H-positive real matrices. The case with co...
We consider a generic rank one structured perturbation on H-positive real matrices. The case with co...
We study the perturbation theory of structured matrices under structured rank one perturbations, and...
We study the perturbation theory of structured matrices under structured rank one perturbations, wit...
For selfadjoint matrices in an indefinite inner product, possible canonical forms are identified tha...
For selfadjoint matrices in an indefinite inner product, possible canonical forms are identified tha...
Abstractudy the perturbation theory of structured matrices under structured rank one perturbations, ...
AbstractFor selfadjoint matrices in an indefinite inner product, possible canonical forms are identi...
Low rank perturbations of right eigenvalues of quaternion matrices are considered. For real and comp...
Low rank perturbations of right eigenvalues of quaternion matrices are considered. For real and comp...
Abstract Rank-one perturbation of arbitrary matrices has many practical applications. In this paper,...
We present in this note a correction to Theorem 17 in Ran and Wojtylak (Compl. Anal. Oper. Theory 15...