Vadim Olshevsky
Affiliations: | University of Connecticut, Storrs, CT, United States |
Area:
MathematicsGoogle:
"Vadim Olshevsky"Children
Sign in to add trainee| Pavel G. Zhlobich | grad student | 2010 | University of Connecticut |
| Sirani K. Mututhanthrige Perera | grad student | 2012 | University of Connecticut |
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Publications
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| Perera SM, Olshevsky V. (2015) Fast and stable algorithms for discrete sine transformations having orthogonal factors Springer Proceedings in Mathematics and Statistics. 117: 347-354 |
| Bella T, Olshevsky V, Stewart M. (2013) Nested product decomposition of quasiseparable matrices Siam Journal On Matrix Analysis and Applications. 34: 1520-1555 |
| Dopico FM, Olshevsky V, Zhlobich P. (2013) Stability of QR-based fast system solvers for a subclass of quasiseparable rank one matrices Mathematics of Computation. 82: 2007-2034 |
| Bella T, Eidelman Y, GohbergZ I, et al. (2013) Fast inversion of polynomial-vandermonde matrices for polynomial systems related to order one quasiseparable matrices Operator Theory: Advances and Applications. 237: 79-106 |
| Olshevsky V, Tyrtyshnikov E, Zhlobich P. (2012) Tellegen's principle, non-minimal realization of systems and inversion of polynomial Vandermonde matrices Russian Journal of Numerical Analysis and Mathematical Modelling. 27: 131-153 |
| Bella T, Olshevsky V, Zhlobich P. (2011) REPRINT OF: A quasiseparable approach to five-diagonal CMV and Fiedler matrices Linear Algebra and Its Applications. 434: 1773-1792 |
| Bella T, Olshevsky V, Zhlobich P. (2011) A quasiseparable approach to five-diagonal CMV and Fiedler matrices Linear Algebra and Its Applications. 434: 957-976 |
| Bella T, Olshevsky V, Zhlobich P. (2011) Classifications of recurrence relations via subclasses of (H, m)-quasiseparable matrices Lecture Notes in Electrical Engineering. 80: 23-53 |
| Olshevsky V, Tyrtyshnikov E. (2010) Matrix methods: Theory, algorithms and applications: Dedicated to the memory of Gene Golub Matrix Methods: Theory, Algorithms and Applications: Dedicated to the Memory of Gene Golub. 1-589 |
| Bella T, Olshevsky V, Zhlobich P. (2010) Signal flow graph approach to inversion of (H, m)-quasiseparable-Vandermonde matrices and new filter structures Linear Algebra and Its Applications. 432: 2032-2051 |