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Keyword [finite element scheme]
Result: 1 - 20 | Page: 1 of 2
1.
The Characteristics Difference Scheme And The Characteristics Finite Element Scheme For A Class Of Linear Parabolic Systems
2.
Coupling Methods With A Class Of Nonconforming Finite Elements And Some Researches On Hermite-type Anisotropic Mixed Finite Elements
3.
Application Of The Mixed Finite Element Method For Two Kinds Of Quasilinear
4.
A Full-discrete Finite Element Scheme And Its Revisional Technique For A Class Of Schr(?)dinger Equations With Periodic Initial Value
5.
Two ADI Methods For The Telegraph Equation
6.
Finite Element Scheme Of The Dynamics Model For A Class Of Terrestrial Glaciers
7.
Analysis Of Finite Element Scheme For The Time-dependent Schr(?)dinger Equation With Dirichlet Boundary In An Unbounded Strip
8.
A Characteristic Finite Element Scheme For Convention-Dominated Problems
9.
High Accuracy Analysis Of A New Mixed Finite Element Scheme For Nonlinear Parabolic Equations
10.
Numerical Algorithms For Two-dimensional Fractional Superdiffusion Equations And Nonlocal Equations
11.
A Reduced-order Backward Euler Finite Element Scheme For Two Kinds Of Wave Equations Based On POD Method
12.
An Adaptive Parallel AMG Method For A Class Of Space-time Caputo-riesz Fractional Diffusion Problems
13.
Expanded Mixed Finite Element Formulation For Time-space Fractional Diffusion Equations
14.
Research On Fully Discrete Finite Element Method For The Voigt Regularization Model
15.
The Mixed Space-time Finite Element Methods For Sobolev Equation
16.
Computational Continua for Heterogeneous Solids: Studies on Unstructured Finite Element Meshes and on Wave Propagatio
17.
Exponential discontinuous finite element scheme for coupled charged-uncharged particle transport
18.
A new scheme for the Navier-Stokes equations employing alternating-direction operator splitting and domain decomposition
19.
The discontinuous finite element method with the Taylor-Galerkin approach for nonlinear hyperbolic conservation laws
20.
The Groundwater Problem And The Dimension-reduction Modeling Based On POD Study
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