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Abstract:
Partial differential equations play a key role in modeling science and engineering problems. Although many numerical methods have been developed for various partial differential equations, new challenges appear in designing efficient numerical methods for partial differential equations, including novel nonstandard discrete methods, fast solvers, adaptive algorithms, nonlinear problems, interface problems, and fractional order equations. This session aims to bring together researchers to exchange ideas of the recent progress in the numerical methods for parital differential equations and explore new directions in the future research.
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