ANDE 2015 - International Symposium on Analysis of Nonlinear Differential Equations: Theory, Methods, and Applications

Differential equations play an important role in many disciplines related to natural, social, and life sciences. Many physical laws in natural sciences are expressed in terms of differential equations. The study of dynamical systems of ordinary differential equations is important in many disciplines including engineering, physics, economics, and biology. Many phenomena in the natural sciences (electromagnetism, Maxwell's equations), social sciences (financial markets, Black-Scholes model), and life sciences (population dynamics) are governed by partial differential equations.
In this special issue, we will focus on the solution techniques and analysis of nonlinear differential equations (ordinary and partial) with applications in the natural, social, and life sciences.
Potential topics include, but are not limited to:
Lie symmetry group methods
Fractional partial differential equations with applications
First integrals/conservation laws
Calculus of variations and optimal control theory
Wave propagation
Stability analysis
Population dynamics and biological phenomena
Reaction diffusion equations
Ad hoc methods for solutions
Analysis of models in economics and finance