Minisymposium (ID: SS-CMHP)

Computational Methods for Hyperbolic Problems

Organizers: Jae-Hun Jung (State University of New York, University at Buffalo) and Allen Tesdall (City University of New York, College of Staten Island)

Hyperbolic conservation laws describe a wide range of wave propagation and fluid flow phenomena, including shock waves in nonlinear situations.  In the last several decades important advances have been made in the numerical computation of accurate solutions to these problems.  In this minisymposium, recent results in the theory and application of these methods will be presented. A variety of computational techniques, including but not limited to finite volume, finite element, spectral, WENO, and discontinuous Galerkin methods, will be represented.

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