Mathematical Sciences Ordinary Differential Equations, Difference Equations and Dynamical Systems Partial Differential Equations Mathematical Logic, Set Theory, Lattices and Universal Algebra Operator Algebras and Functional Analysis Applied Mathematics Dynamical Systems in Applications Nonlinear Analysis  Qualitative and Quantitative Properties of Nonlinear Evolution Equations  Differential Equations with Delay  Stability Theory  Dynamical Systems  Nonlinear Differential Equations  Differential and Integral Equations  Quasilinearization Methods  Monotone Iterative Techniques  Integro-Differential Equations  Variation of Parameter  Lyapunov’ s Second Method  Theory of Fractional Dynamic Systems  Theory of Fuzzy Differential Equations and Inclusions  Theory of Set Differential Equations in Metric Spaces  Dynamic Systems on Measure Chains  Nonlinear Dynamic Systems in Abstract Spaces  Fractional Order Differential Equations  Causal Differential Equations

Gebze Technical University Department of Mathematics Applied Mathematics