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文献信息
Numerical Methods for Partial Differential Equations is an international journal that publishes the highest quality research in the rigorous analysis of novel techniques for the numerical solution of partial differential equations (PDEs). The journal is intended to be accessible to a broad spectrum of researchers into numerical approximation of PDEs throughout science and engineering, with priority given to articles that focus on theoretical results describing robustness, stability, and convergence of the new methods rather than the techniques themselves and specific applications.
Error EstimatesFinite Element MethodNumerical ExperimentsDifferential EquationsNumerical SolutionFinite ElementStokes EquationsError EstimateConvergence AnalysisError AnalysisDiffusion EquationDiffusion EquationsDifference SchemesFinite Difference MethodCollocation MethodDiscontinuous Galerkin MethodNumerical SchemeMixed Finite Element MethodFinite Difference SchemeDiscontinuous Galerkin
vol.41 (2025)
vol.40 (2024)
vol.39 (2023)
vol.38 (2022)
vol.37 (2021)
vol.36 (2020)
vol.35 (2019)
vol.34 (2018)
vol.33 (2017)
vol.32 (2016)
vol.31 (2015)
vol.30 (2014)
vol.29 (2013)
vol.28 (2012)
vol.27 (2011)
vol.26 (2010)
vol.25 (2009)
vol.24 (2008)
vol.23 (2007)
vol.22 (2006)
vol.21 (2005)
vol.20 (2004)
vol.19 (2003)
vol.18 (2002)
vol.17 (2001)
vol.16 (2000)
vol.15 (1999)
vol.14 (1998)
RESEARCH ARTICLE
Hu, HonglingXie, ZiqingZhang, Shangyou