Minisymposium (ID: SS-HPTC)

Recent progress in hyperbolic problems: Theory and Computation

Organizers: Jae-Hun Jung (SUNY University at Buffalo), Lilia Krivodonova (University of Waterloo), Allen Tesdall (CUNY 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.

Please note the ID code assigned to your presentation (identical to the ID code of your accepted abstract). It is required for submitting your paper for the AMMCS-2013 Proceedings. Submission is not mandatory. All submitted papers will be refereed and only accepted papers will be published in the AMMCS-2013 Proceedings.

If you intend to submit your paper, please go to the AMMCS-2013 Proceedings Page. Follow exactly the Author Instructions accessible from that page.