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A note on a fast breakdown-free algorithm for computing the determinants and the permanents of k-tridiagonal matrices

Applied mathematics and computation, 2014-12, Vol.249, p.98-102

2014

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A Structure-Preserving Numerical Method for the Fourth-Order Geometric Evolution Equations for Planar Curves

Communications in Mathematical Research, 2023-06, Vol.39 (2), p.296-330

2023

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A fast numerical algorithm for the determinant of a pentadiagonal matrix

Applied mathematics and computation, 2008-03, Vol.196 (2), p.835-841

Sogabe, Tomohiro

2008

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A thick-restart Lanczos type method for Hermitian J-symmetric eigenvalue problems

Japan journal of industrial and applied mathematics, 2021-02, Vol.38 (1), p.233-256

2021

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Solution of the k-th eigenvalue problem in large-scale electronic structure calculations

Journal of computational physics, 2018-10, Vol.371, p.618-632

2018

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Algorithms for the computation of the matrix logarithm based on the double exponential formula

Journal of computational and applied mathematics, 2020-08, Vol.373, p.112396, Article 112396

2020

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Recent development for computing singular values of a generalized tensor sum

Journal of Advanced Simulation in Science and Engineering, 2022, Vol.9 (1), p.136-149

2022

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Numerical Algorithms for Computing an Arbitrary Singular Value of a Tensor Sum

Axioms, 2021-09, Vol.10 (3), p.211

2021

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Fast block diagonalization of k-tridiagonal matrices

Applied mathematics and computation, 2011-11, Vol.218 (6), p.2740-2743

2011

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Computing the matrix exponential with the double exponential formula

Special matrices, 2024-10, Vol.12 (1), p.970-989

2024

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Generalized Sherman–Morrison–Woodbury formula based algorithm for the inverses of opposite-bordered tridiagonal matrices

Journal of mathematical chemistry, 2020-08, Vol.58 (7), p.1466-1480

2020

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Quantum algorithms based on the block-encoding framework for matrix functions by contour integrals

Quantum information & computation, 2022-08, Vol.22 (11&12), p.965-979

2022

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Matrix equation representation of the convolution equation and its unique solvability

Special matrices, 2024-06, Vol.12 (1), p.2345-2356

2024

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Adaptive SOR methods based on the Wolfe conditions

Numerical algorithms, 2020-05, Vol.84 (1), p.117-132

2020

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On a two-term recurrence for the determinant of a general matrix

Applied mathematics and computation, 2007-04, Vol.187 (2), p.785-788

Sogabe, Tomohiro

2007

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On a transformation of the ∗-congruence Sylvester equation for the least squares optimization

Optimization methods & software, 2020-09, Vol.35 (5), p.974-981

2020

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Adaptive projected SOR algorithms for nonnegative quadratic programming

Japan journal of industrial and applied mathematics, 2024-10

2024

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A structure-preserving Fourier pseudo-spectral linearly implicit scheme for the space-fractional nonlinear Schrödinger equation

Journal of computational dynamics, 2019, Vol.6 (2), p.361-383

2019

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Shifted Conjugate-Orthogonal–Conjugate-Gradient Method and Its Application to Double Orbital Extended Hubbard Model

Journal of the Physical Society of Japan, 2008-11, Vol.77 (11), p.114713

2008

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Solution of a Nonlinear Eigenvalue Problem Using Signed Singular Values

East Asian journal on applied mathematics, 2017-11, Vol.7 (4), p.799-809

2017

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New algorithms for solving periodic tridiagonal and periodic pentadiagonal linear systems

Applied mathematics and computation, 2008-08, Vol.202 (2), p.850-856

Sogabe, Tomohiro

2008

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A new family of k-Fibonacci numbers

Applied mathematics and computation, 2010-02, Vol.215 (12), p.4456-4461

2010

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On the equivalence between SOR-type methods for linear systems and the discrete gradient methods for gradient systems

Journal of computational and applied mathematics, 2018-11, Vol.342, p.58-69

2018

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Tensor product-type methods for solving Sylvester tensor equations

Applied mathematics and computation, 2023-11, Vol.457, p.128155, Article 128155

2023

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On particular solution of ordinary differential equations with constant coefficients

Applied mathematics and computation, 2013-02, Vol.219 (12), p.6761-6767

2013

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A note on a fast breakdown-free algorithm for computing the determinants and the permanents of k-tridiagonal matrices

A Structure-Preserving Numerical Method for the Fourth-Order Geometric Evolution Equations for Planar Curves

A fast numerical algorithm for the determinant of a pentadiagonal matrix

A thick-restart Lanczos type method for Hermitian J-symmetric eigenvalue problems

Solution of the k-th eigenvalue problem in large-scale electronic structure calculations

Algorithms for the computation of the matrix logarithm based on the double exponential formula

Recent development for computing singular values of a generalized tensor sum

Numerical Algorithms for Computing an Arbitrary Singular Value of a Tensor Sum

Fast block diagonalization of k-tridiagonal matrices

Computing the matrix exponential with the double exponential formula

Generalized Sherman–Morrison–Woodbury formula based algorithm for the inverses of opposite-bordered tridiagonal matrices

Quantum algorithms based on the block-encoding framework for matrix functions by contour integrals

Matrix equation representation of the convolution equation and its unique solvability

Adaptive SOR methods based on the Wolfe conditions

On a two-term recurrence for the determinant of a general matrix

On a transformation of the ∗-congruence Sylvester equation for the least squares optimization

Adaptive projected SOR algorithms for nonnegative quadratic programming

A structure-preserving Fourier pseudo-spectral linearly implicit scheme for the space-fractional nonlinear Schrödinger equation

Shifted Conjugate-Orthogonal–Conjugate-Gradient Method and Its Application to Double Orbital Extended Hubbard Model

Solution of a Nonlinear Eigenvalue Problem Using Signed Singular Values

New algorithms for solving periodic tridiagonal and periodic pentadiagonal linear systems

A new family of k-Fibonacci numbers

On the equivalence between SOR-type methods for linear systems and the discrete gradient methods for gradient systems

Tensor product-type methods for solving Sylvester tensor equations

On particular solution of ordinary differential equations with constant coefficients

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