ProfessorsProfessors of University of ConnecticutVadim Olshevsky

Vadim Olshevsky

University of Connecticut

H-index: 26

North America-United States

About Vadim Olshevsky

Vadim Olshevsky, With an exceptional h-index of 26 and a recent h-index of 8 (since 2020), a distinguished researcher at University of Connecticut, specializes in the field of scientific computing, numerical analysis, matrix theory, structured matrices, orthogonal polynomials.

His recent articles reflect a diverse array of research interests and contributions to the field:

Lipschitz stability of some canonical Jordan bases of real H-selfadjoint matrices under small perturbations

Existence of flipped orthogonal conjugate symmetric Jordan canonical bases for real H-selfadjoint matrices

Lipschitz stability of -FOCS and RC canonical Jordan bases of real -selfadjoint matrices under small perturbations

Gohberg-Kaashoek Numbers and Forward Stability of the Schur Canonical Form

Vadim Olshevsky Information

University	University of Connecticut
Position	___
Citations(all)	2354
Citations(since 2020)	290
Cited By	2274
hIndex(all)	26
hIndex(since 2020)	8
i10Index(all)	48
i10Index(since 2020)	6
Email	Access Email
University Profile Page	University of Connecticut
Google Scholar	View Google Scholar Profile

Vadim Olshevsky Skills & Research Interests

scientific computing

numerical analysis

matrix theory

structured matrices

orthogonal polynomials

Top articles of Vadim Olshevsky

Title	Journal	Author(s)	Publication Date
Lipschitz stability of some canonical Jordan bases of real H-selfadjoint matrices under small perturbations	Linear Algebra and its Applications	S Dogruer Akgul A Minenkova V Olshevsky	2024/4/1
Existence of flipped orthogonal conjugate symmetric Jordan canonical bases for real H-selfadjoint matrices	Linear and Multilinear Algebra	Sahinde Dogruer Akgul Anastasiia Minenkova Vadim Olshevsky	2023/2/3
Lipschitz stability of -FOCS and RC canonical Jordan bases of real -selfadjoint matrices under small perturbations	arXiv preprint arXiv:2204.04639	S Dogruer Akgul Anastasiia Minenkova Vadim Olshevsky	2022/4/10
Gohberg-Kaashoek Numbers and Forward Stability of the Schur Canonical Form	arXiv preprint arXiv:2110.15334	Anastasiia Minenkova Evelyn Nitch-Griffin Vadim Olshevsky	2021/10/28