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Keyword [superconvergence]
Result: 181 - 200 | Page: 10 of 10
181. The Study Of Discontinuous Galerkin Methods And Reduced Basis Methods For Stochastic Partial Differential Equations
182. Error Estimates And Superconvergence Analysis Of Discontinuous Galerkin Methods
183. Researches On Finite Element Methods For Several Types Of Nonlinear Fluid Dynamics And Phase-field Models
184. Superconvergence Of Time-Space Fully Discontinuous Finite Element For Fist-Order Hyperbolic Systems
185. Finite Element Methods For Two Classes Of Multi-term Time-fractional Partial Differential Equations
186. Mixed Finite Element Methods For Nonlinear Sobolev And BBM Equations
187. Superconvergent Gradient Smoothing Meshfree Collocation Method
188. High-Accuracy Analysis Of Two-Grid Methods For Nonlinear Parabolic Equations
189. High Accuracy Finite Element Analysis For Two Kinds Of Nonlinear Partial Differential Equations
190. Superconvergence Analysis Of The Modified Time-dependent Maxwell-Schr(?)dinger Equations By Nonconforming Finite Element
191. A Direct Discontinuous Galerkin Finite Element Method And Superconvergence Analysis For A Singularly Perturbed Probelm
192. Superconvergence Analysis Of Polynomial Preserving Recovery For Over-penalized Weak Galerkin Methods And Its Applications
193. Superconvergence Analysis Of Finite Element Method For Time-mixed Fractional Diffusion-wave Equation
194. Superconvergence And Recovery Techniques Based Efficient Adaptive Finite Element Method
195. Adaptive Finite Element Method For The Stray Field Equation In Micromagnetism Problems
196. Study On P-type Superconvergent Recovery Method For Fe Analysis Of One-dimensional Nonlinear Boundary Value Problems
197. Researches On An Efficient Finite Element Method For Nonlinear Coupled Bacterial Equation
198. Two-grid Method And Discontinuous Galerkin Method For Maxwell's Equation Analysis In Two Kinds Of Media
199. Researches On Two-grid Finite Element Method For Two Classes Of Nonlinear Hyperbolic Equations
200. Superconvergence Analysis Of Two-grid FEM For Maxwell's Equations
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