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Mathematical Physics,Applied Mathematics
Ordinary Differential Equations; Dynamic Equations on Time Scales (or Measure Chains) which unify, extend and generalize some aspects of Difference and Differential Equations; Difference Equations; Oscillation; Disconjugacy; Difference and Differential Inequalities; Delay Equations and Neutral Equations together with their Extensions to Dynamic Delay Equations on Time Scales; Population Dynamics; Stability Theory; Boundary Value Problems; Control Theory; Oscillation; and Mathematical Analysis
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Integrable and superintegrable systems, Numerical solutions of differential equations, Numerical solutions of fractional differential equations, fractional optimal control, mathematical modelling, mathematical biology