Unique Solvability of Nonlinear Systems Arising in the Multiderivative Block Methods

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概要

• 論文の詳細を見る
• 2001-10-01

著者

• MITSUI Taketomo

  Graduate School of Human Informatics, Nagoya University

• Mitsui Taketomo

  Graduate School Of Human Informatics Nagoya University

• Qiu Lin

  Graduate School Of Human Informatics Nagoya University

• KUANG Jiaoxun

  Department of Mathematics, Shanghai Normal University

• Kuang Jiaoxun

  Department Of Mathematics Shanghai Normal University

関連論文

• Parallel Predictor-Corrector Iteration of Pseudo Two-Step RK Methods for Nonstiff IVPs
• A Class of Explicit Parallel Two-Step Runge-Kutta Methods
• Collocation-based Two-step Runge-Kutta Methods
• Parallelizable Block Rosenbrock Methods for Linear Variable-coefficient System of ODEs(Algorithm & Numerical Computation)
• Parallelizable ROW Methods for Linear Variable-coefficient System of ODEs (ハイパフォーマンスコンピューティングシステム) -- (数値解析・並列数値処理)
• Unique Solvability of Nonlinear Systems Arising in the Multiderivative Block Methods
• Predator-Prey Dynamics with Delay when Prey Dispersing in n-Patch Environment
• Finite-band Solutions of the Dirac Soliton Equation throrugh a Reduction Technique
• Stability of Linear Delay Differential Systems with Matrices Having Common Eigenvectors

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