RACR 2015 - International Symposium on Recent Advances and Current Research on the Difference Equations and its Applications

Difference Equation or discrete dynamical system is a very interesting subject because they are central to the analysis of many models of dynamic programming and we can derive many complex behavior based on simple formulation.
The aim of this symposium is to discuss the new developments in the field of difference equations, and their applications.
Topics of interest include but not limited to:
Solution of the difference equation and its behavior,
equilibrium or critical value and stability
general theory of difference equations
random difference equations
iteration theory
bifurcation theory
mathematical biology
control theory
chaotic dynamics
complex dynamics
iterated function systems
numerical approximations
discretization of differential equations
dynamic equations on time scales
discrete equations and inequalities
discrete transformations
functional equations
orthogonal polynomials
stochastic processes
industrial mathematics
mathematical engineering
discrete models
applications in economics, physics and other disciplines
difference-differential equations
computational linear algebra
combinatorics
evolutionary game theory