Moore, Brian - Department of Mathematics, University of Central Florida

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Moore, Brian - Department of Mathematics, University of Central Florida

Multi-Symplectic Integration for Linear PDEs
Conformal MultiSymplectic Integration Methods for ForcedDamped SemiLinear Wave Equations
Erratum Future Generation Computer Systems 19 (2003) 395-402 Multi-symplectic integration methods for Hamiltonian PDEs
Multi-symplectic integration methods for Hamiltonian PDEs
To appear in Dynamics of Continuous, Discrete and Impulsive Systems
Research Statement for Brian E. Moore Page 1 of 3 My interests lie in computational mathematics and differential equations. My research can be
The Beginnings of Backward Error Analysis for Multi-Symplectic Integration Methods
Multi-Symplectic Integration Methods Brian E. Moore
BACKWARD ERROR ANALYSIS FOR MULTI-SYMPLECTIC INTEGRATION METHODS
MultiSymplectic Integration for Linear PDEs
Teaching Statement Before coming to UCF, I taught a wide variety of students, in various class sizes on
Modi ed Equations for Multi-Symplectic
A Modi ed Equations Approach for Multi-Symplectic Integration Methods
Brian E. Moore Page 1 of 6 Address: Department of Mathematics Phone: 407-823-2754
Teaching Statement for Brian E. Moore Page 1 of 2 Before coming to UCF, I taught a wide variety of students, in various class sizes on various topics.
Conformal Multi-Symplectic Integration Methods for Forced-Damped Semi-Linear Wave Equations
www.postersession.com Conformal Conservation Laws and Geometric Integration
Research Statement My interests lie in the study of computational mathematics and differential equa-
LINEAR PDES AND NUMERICAL METHODS THAT PRESERVE A MULTI-SYMPLECTIC CONSERVATION LAW
Standing Waves in Discrete Inhomogeneous Media
Solutions and Behavior of Lattice Differential Equations
FRONT SOLUTIONS FOR BISTABLE DIFFERENTIAL-DIFFERENCE EQUATIONS WITH INHOMOGENEOUS DIFFUSION
Structure-Preserving Discretizations for Hamiltonian PDE with Added Dissipation