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Faculty of Mathematics and Informatics - Department of Complex Analysis and Differential Equations

Department of Complex Analysis and Differential Equations

Research directions

 

 

  • Distribution of the zeros of polynomials and entire functions. Orthogonal polynomials
  • Extremal problems in the Approximation theory - theoretical research and computation
  • Local theory of the analytic functions. Uniform coverings
  • Convergence of the method of finite difference applied to the solution of the initial value problem and to the boundary value problem for functional - differential neutral type equations and integro-differential equations
  • Geometry of Lie groups and applicationsto thelinear systems of differential
  • Uniform coverings of topological spaces
  • Analytic number theory - additive problems involving primes, applications of the Hardy-Littlewood circle method, sieve methods, estimates of exponential sums over primes and the distribution of the zeros of the Dirichlet L-functions
  • Connections and metrics on a manifold with a semi-tangential structure
  • Oscillatory and asymptotic properties of the solutions of functional-differential equations of neutral type

 

 

                                                         Chair:  Assoc. Prof. Ivanka Kasandrova, PhD
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