On the maximum principle preserving schemes for the generalized Allen–Cahn equation

J Shen, T Tang, J Yang - Communications in Mathematical Sciences, 2016 - intlpress.com
This paper is concerned with the generalized Allen–Cahn equation with a nonlinear mobility
that may be degenerate, which also includes an advection term appearing in many …

[PDF][PDF] On the maximum principle preserving schemes for the generalized Allen-Cahn Equation

J Shen, T Tang, J Yang - Citeseer
This paper is concerned with the generalized Allen-Cahn equation with a nonlinear mobility
that may be degenerate, which also includes an advection term appearing in many phase …

[PDF][PDF] ON THE MAXIMUM PRINCIPLE PRESERVING SCHEMES FOR THE GENERALIZED ALLEN–CAHN EQUATION

JIE SHEN, TAO TANG, J YANG - math.hkbu.edu.hk
This paper is concerned with the generalized Allen–Cahn equation with a nonlinear mobility
that may be degenerate, which also includes an advection term appearing in many …

[PDF][PDF] On the maximum principle preserving schemes for the generalized Allen-Cahn Equation

J Shen, T Tang, J Yang - scholar.archive.org
This paper is concerned with the generalized Allen-Cahn equation with a nonlinear mobility
that can degenerate, which also includes an advection term as found in phase-field models …

[PDF][PDF] ON THE MAXIMUM PRINCIPLE PRESERVING SCHEMES FOR THE GENERALIZED ALLEN–CAHN EQUATION

JIE SHEN, TAO TANG, J YANG - math.purdue.edu
This paper is concerned with the generalized Allen–Cahn equation with a nonlinear mobility
that may be degenerate, which also includes an advection term appearing in many …

On the maximum principle preserving schemes for the generalized Allen–Cahn equation

J Shen, T Tang, J Yang - Communications in Mathematical Sciences, 2016 - intlpress.com
This paper is concerned with the generalized Allen–Cahn equation with a nonlinear mobility
that may be degenerate, which also includes an advection term appearing in many …

[PDF][PDF] On the maximum principle preserving schemes for the generalized Allen-Cahn Equation

J Shen, T Tang, J Yang - math.hkbu.edu.hk
This paper is concerned with the generalized Allen-Cahn equation with a nonlinear mobility
that can degenerate, which also includes an advection term as found in phase-field models …

[PDF][PDF] ON THE MAXIMUM PRINCIPLE PRESERVING SCHEMES FOR THE GENERALIZED ALLEN–CAHN EQUATION

JIE SHEN, TAO TANG, J YANG - math.purdue.edu
This paper is concerned with the generalized Allen–Cahn equation with a nonlinear mobility
that may be degenerate, which also includes an advection term appearing in many …