Faculty

Institution

Unit

Venue

Plamen Koev

Professor

San Jose State University

Affiliations

College of Science

Department Of Mathematics And Statistics

Plamen Koev is currently serving as a College Of Science Professor at San Jose State University.

Honors

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Experiences

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Education

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Plamen Koev

San Jose State University

Professor

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applied mathematics linear algebra matrix theory mathematics numerical linear algebra matrix analysis mathematical optimization spectral theory matrix factorization computational mathematics numerical analysis numerical mathematics matrix methods random matrix statistics high-dimensional statistics computational optimization scientific computing efficient evaluation nonnegative matrices accurate computations accurate svds computer science computational complexity abstract and applied analysis functional analysis combinatorial theory machine learning research numerical simulations numerical algorithms quantitative science studies statistical physics statistical methodology statistical mechanics computational statistics computational number theory symbolic computation algebraic combinatorics geometrical accuracy low-rank approximation matrix argument hypergeometric function accurate eigenvalues vandermonde linear system orthonormal polynomials polynomial vandermonde matrices ldu factorization perturbation theory dominant matrices symmetric structured matrices high relative accuracy implicit standard jacobi mathematical programming mathematical analysis mathematical sciences statistical theory ergodic theory global optimization data science combinatorial optimization convex analysis computational physics probability theory operator theory theoretical computer science inverse problems asymptotic analysis discrete algorithms approximation theory nonlinear dynamics stochastic partial differential equations entropy computational science stochastic process discrete mathematics signal processing systems engineering applied probability general systems dynamical systems

Notable Scholarly Works

Notable Federal Grants

Collaborators

Accurate Bidiagonal Decompositions of Cauchy–Vandermonde Matrices of Any Rank. Numerical Linear Algebra with Applications (2024)

Jorge DelgadoPlamen KoevAna MarcoJosé‐Javier MartínezJuan Manuel PeñaPer‐Olof PerssonSteven Spasov

geometrical accuracynumerical analysislow-rank approximationnumerical simulationsmatrix analysismathematicsoperator theorymatrix theorymathematical optimizationmatrix factorizationcauchy-vandermonde matricesaccurate bidiagonal decompositionsnumerical mathematicsnumerical algorithmscomputational geometryspectral theoryapplied mathematicslinear algebranumerical linear algebra

Bidiagonal Decompositions of Vandermonde-Type Matrices of Arbitrary Rank. Journal of Computational and Applied Mathematics (2023)

Jorge DelgadoPlamen KoevAna MarcoJosé-Javier MartínezJuan Manuel PeñaPer-Olof PerssonSteven Spasov

computational mathematicsmatrix theoryarbitrary rankvandermonde-type matricesapplied mathematicsbidiagonal decompositionsmatrix analysis

Accurate Eigenvalues and Exact Zero Jordan Blocks of Totally Nonnegative Matrices. Numerische Mathematik (2019)

The Densities and Distributions of the Largest Eigenvalue and the Trace of a Beta–Wishart Matrix. Random Matrices Theory and Application (2019)

scientific computinglinear algebraquantitative science studiesapplied probabilityhigh-dimensional statisticsstatistical physicsstatistical theorystatisticsstatistical methodologyasymptotic analysisapplied mathematicsstatistical mechanicsspectral theorycomputational statisticsprobability theorystochastic partial differential equations

Densities of the Extreme Eigenvalues of Beta–Manova Matrices. Random Matrices Theory and Application (2018)

On Computing Schur Functions and Series Thereof. Journal of Algebraic Combinatorics (2018)

Cy ChanVesselin DrenskyAlan EdelmanRaymond KanPlamen Koev

combinatoricsalgebraic combinatoricsseries thereofschur functionsmathematics

Computing With Rational Symmetric Functions and Applications to Invariant Theory and Pi-Algebras. Bulgarian Portal for Open Science (2017)

Eigenvalue Distributions of Beta-Wishart Matrices. Random Matrices Theory and Application (2014)

linear algebraspectral theoryapplied mathematicsnumerical linear algebraprobability theory

The Beta-Wishart Ensemble. Journal of Mathematical Physics (2013)

Perturbation Theory for the Ldu Factorization and Accurate Computations for Diagonally Dominant Matrices. Numerische Mathematik (2011)

Froilán M. DopicoPlamen Koev

numerical mathematicsmatrix theorynumerical analysisldu factorizationapplied mathematicsperturbation theoryaccurate computationsdominant matricesmathematics

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Plamen Koev

Professor

San Jose State University

Affiliations

College of Science

Department Of Mathematics And Statistics

Plamen Koev is currently serving as a College Of Science Professor at San Jose State University.

Honors

Create free account to unlock more features

Experiences

Create free account to unlock more features

Education

Create free account to unlock more features

Plamen Koev

San Jose State University

Professor

You can click a keyword to filter the displayed items

Notable Scholarly Works

Notable Federal Grants

Collaborators

Accurate Bidiagonal Decompositions of Cauchy–Vandermonde Matrices of Any Rank. Numerical Linear Algebra with Applications (2024)

Jorge DelgadoPlamen KoevAna MarcoJosé‐Javier MartínezJuan Manuel PeñaPer‐Olof PerssonSteven Spasov

Bidiagonal Decompositions of Vandermonde-Type Matrices of Arbitrary Rank. Journal of Computational and Applied Mathematics (2023)

Jorge DelgadoPlamen KoevAna MarcoJosé-Javier MartínezJuan Manuel PeñaPer-Olof PerssonSteven Spasov

computational mathematicsmatrix theoryarbitrary rankvandermonde-type matricesapplied mathematicsbidiagonal decompositionsmatrix analysis

Accurate Eigenvalues and Exact Zero Jordan Blocks of Totally Nonnegative Matrices. Numerische Mathematik (2019)

The Densities and Distributions of the Largest Eigenvalue and the Trace of a Beta–Wishart Matrix. Random Matrices Theory and Application (2019)

Densities of the Extreme Eigenvalues of Beta–Manova Matrices. Random Matrices Theory and Application (2018)

On Computing Schur Functions and Series Thereof. Journal of Algebraic Combinatorics (2018)

Cy ChanVesselin DrenskyAlan EdelmanRaymond KanPlamen Koev

combinatoricsalgebraic combinatoricsseries thereofschur functionsmathematics

Computing With Rational Symmetric Functions and Applications to Invariant Theory and Pi-Algebras. Bulgarian Portal for Open Science (2017)

Eigenvalue Distributions of Beta-Wishart Matrices. Random Matrices Theory and Application (2014)

linear algebraspectral theoryapplied mathematicsnumerical linear algebraprobability theory

The Beta-Wishart Ensemble. Journal of Mathematical Physics (2013)

Perturbation Theory for the Ldu Factorization and Accurate Computations for Diagonally Dominant Matrices. Numerische Mathematik (2011)

Froilán M. DopicoPlamen Koev

numerical mathematicsmatrix theorynumerical analysisldu factorizationapplied mathematicsperturbation theoryaccurate computationsdominant matricesmathematics

1
2
3
10 / page