Recent Progress and Modern Challenges in Applied Mathematics, Modeling and Computational Science

Provides information on recent progress and challenges in selected areas of applied mathematics, modelling, and computational science
Balances fundamental theoretical and applied developments, emphasizing the interdisciplinary nature of modern trends and promoting collaborations in addressing new issues in these areas
Written by experts in their respective fields

Inhalt

Preface: Modern Challenges in Applied Mathematics, Modeling and Computational Science (R. Melnik, R. Makarov, J. Belair).- Simplified geometric minimum action method for the estimation of the pathway and rate of infrequent transition events (T. Grafke, T. Schafer, E. Vanden-Eijnden).- About non linear stabilization for scalar hyperbolic problems (R. Abgrall).- Adaptive simulation selection for the discovery of the ground state line of binary alloys with a limited computational budget (J. Kristensen, I. Bilionis, N. Zabaras).- Recent developments in spectral element simulations of moving-domain problems (P. Fischer, M. Schmitt, A. Tomboulides).- Calculation of exposure profiles and sensitivities of options under the Heston and Heston Hull-White models (Q. Feng, C.W. Oosterlee).- A note on independence copula for conditional Markov chains (T. Biel ecki, J. Jakubowski, M. Nieweglowski).- Eight great reasons to do mathematics (C. Budd).- Coexistence in the face of uncertainty (S. Schreiber).- Long time dynamics and coherent states in nonlinear wave equations E.-W. Kirr).- Generalization of Noether's theorem in modern form to nonvariational partial differential equations (S. Anco).- Computing elliptic curves over Q: bad reduction at one prime (M. Bennett, A. Rechnitzer).- The construction and properties of assortative configuration graphs (T. Hurd).- Sustainability of Cooperation in Dynamic Games Played over Event Trees (G. Zaccour).