Operator splitting with spatial-temporal discretization
arXiv:1103.031613 citationsh-index: 14
Originality Synthesis-oriented
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Provides theoretical convergence guarantees for a class of numerical methods, relevant to researchers in numerical analysis and scientific computing.
The paper analyzes the convergence of operator splitting methods when combined with spatial discretization and rational approximations, extending prior theoretical work.
Continuing earlier investigations, we analyze the convergence of operator splitting procedures combined with spatial discretization and rational approximations.