Ishihara Kazuo | Department Of Applied Mathematics Osaka Women's University

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概要

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著作論文

Finite Element Approximations Applied to the Nonlinear Boundary Value Problem $\Delta{u}=bu^2$
On Nonlinear SOR-like Methods, III-Global Convergence of SOR, SSOR and USSOR Methods for Convex Problems
On the Finite Element Solutions for Free Lateral Vibration Problems of Elastic Beams
ON THE OPTIMUM SOR ITERATIONS FOR FINITE DIFFERENCE APPROXIMATION TO PERIODIC BOUNDARY VALUE PROBLEMS
Energy Estimates of the Finite Element Solutions for Transient Response Problems of Elastic Beams
On Nonlinear SOR-like Methods, II-Convergence of the SOR-Newton Method for Mildly Nonlinear Equations
Numerical Asymptotic Stability of the Finite Element Scheme for a System of Nonlinear Parabolic Equations Arising in Chemical Reactions
NEWTON-SECANT METHOD FOR COMPLEX NONLINEAR EQUATIONS WITH NONDIFFERENTIABLE TERMS
A Mixed Finite Element Method for the Biharmonic Eigenvalue Problems of Plate Bending
Convergence of the Finite Element Method Applied to the Eigenvalue Problem $\Delta\textit{u}+\lambda\textit{u}$=0
Alternating Iterations of Finite Element Approximations Applied to the Nonlinear Boundary Value Problem Δu=bu^2
ON NONLINEAR SOR-LIKE METHODS, IV - SOR-SECANT METHOD FOR NONDIFFERENTIABLE PROBLEMS
Liver Injury Due to 3-Amino-1-methyl-5H-pyrido [4,3-b] indole (Trp-P-2) and Its Prevention by Miso

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