Lin, Ping - Department of Mathematics, University of Dundee

Advanced Search

Lin, Ping - Department of Mathematics, University of Dundee

An Energy Law Preserving C0 Finite Element Scheme
ANALYTIC AND EXPERIMENTAL STUDIES OF THE ERRORS IN NUMERICAL METHODS FOR THE VALUATION OF OPTIONS
A SEQUENTIAL REGULARIZATION METHOD FOR TIME-DEPENDENT INCOMPRESSIBLE NAVIERSTOKES
An Efficient Operator-Splitting Method for Noise Removal in Images
Moisture Transport and Diffusive Instability during Bread Baking
A Three-stage Operator-Splitting/Finite Element Method for the Numerical Simulation of Liquid Crystal
THE LOCAL L2 PROJECTED C0
Numerical Solution of Quenching Problems Using Mesh-Dependent Variable Temporal Steps
-PROJECTED LEAST-SQUARES FINITE ELEMENT METHODS FOR THE STOKES EQUATIONS
AN ITERATIVE PERTURBATION METHOD FOR THE PRESSURE EQUATION IN THE SIMULATION OF MISCIBLE DISPLACEMENT
SEQUENTIAL REGULARIZATION METHODS FOR NONLINEAR HIGHER-INDEX DAEs
INTERNATIONAL JOURNAL FOR NUMERICAL METHODS IN FLUIDS Int. J. Numer. Meth. Fluids 2004; 46:11691180
Contemporary Mathematics Numerical Simulation of Gas Bubbles Rising in Viscous
SEQUENTIAL REGULARIZATION METHODS FOR SIMULATING MECHANICAL SYSTEMS WITH MANY CLOSED LOOPS
Contemporary Mathematics A Splitting Moving Mesh Method for 3-D Quenching and
A Primal-Dual Active-Set Method for Non-negativity Constrained Total Variation
Numerical Simulation of 3D Bubbles Rising in Viscous Liquids using a Front Tracking Method
ERROR ESTIMATES OF A SEQUENTIAL REGULARIZATION METHOD FOR THE UNSTEADY NAVIER-STOKES EQUATIONS
LONG TIME NUMERICAL SOLUTION OF THE NAVIER-STOKES EQUATIONS BASED ON A SEQUENTIAL
AN ASYMPTOTIC FITTING FINITE ELEMENT METHOD WITH EXPONENTIAL MESH REFINEMENT FOR ACCURATE