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An Effective Finite Difference Approach for Optical Beam Propagations

Highly Oscillatory Problems: Computation, Theory and Application
21/09/2010 27 min

Listen "An Effective Finite Difference Approach for Optical Beam Propagations"

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Episode Synopsis

Sheng, Q (Baylor University, US)
Thursday 16 September 2010, 17:30-18:00

More episodes of the podcast Highly Oscillatory Problems: Computation, Theory and Application

A multiscale method for stiff ordinary differential equations with resonance 27/07/2007
A new transform method and some of its numerical implementations 20/09/2010
A Numerical Algorithm for Advancing Slow Features in Fast-Slow Systems without Scale Separation - A Young Measure Approach 17/09/2010
Analysis of splitting methods for reaction-diffusion equations in the light of stochastic calculus 11/03/2008
Approximate energy conservation for symplectic time semidiscretizations of semilinear wave equations 25/02/2008
Approximation by plane waves 20/09/2010
Asymptotics for the Camassa-Holm equation 21/02/2008
Beyond the adiabatic approximation: exponentially small coupling terms 25/02/2008
Bloch Decomposition-Based Gaussian Beam Method for the Schrodinger equation with Periodic Potentials 20/09/2010
Coercivity of boundary integral operators in high frequency scattering 21/09/2010
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