Trends in Differential Equations and Applications [Hardcover]

This work collects the most important results presented at the Congress on Differential Equations and Applications/Congress on Applied Mathematics (CEDYA/CMA) in C?diz (Spain) in 2015. It supports further research in differential equations, numerical analysis, mechanics, control and optimization. In particular, it helps readers gain an overview of specific problems of interest in the current mathematical research related to different branches of applied mathematics. This includes the analysis of nonlinear partial differential equations, exact solutions techniques for ordinary differential equations, numerical analysis and numerical simulation of some models arising in experimental sciences and engineering, control and optimization, and also trending topics on numerical linear Algebra, dynamical systems, and applied mathematics for Industry. 
This volume is mainly addressed to any researcher interested in the applications of mathematics, especially in any subject mentioned above. It may be also useful to PhD students in applied mathematics, engineering or experimental sciences.

1 M. J. Castro, J. M. Gallardo, A. Marquina: Approximate Osher-Solomon schemes for hyperbolic systems.- 2 G. Maicas, A.I. Mu?oz, G. Galiano, A. Ben Hamza and E. Schiavi: Spectral shape analysis of the hippocampal structure for Alzheimers Disease diagnosis.- 3 P. Alonso, J.M. Pe?a, M.L. Serrano: Characterizations of M-banded ASSR matrices.- 4 E. Casas, K. Chrysafinos: A review of numerical analysis for the discretization of the velocity tracking problem.- 5 G. Casti?eira and J.M. Rodr?guez: Asymptotic analysis of a viscous flow in a curved pipe with elastic walls.- 6 J. Mura and A. Caiazzo: A two-scale homogenization approach for the estimation of porosity in elastic media.- 7 J. M. Carnicer, Y. Khiar and J. M. Pena: A matrix approach to the Newton formula and divided differencesló6