Special functions, including Mellin Barnes integrals, hypergeometric and basic hypergeometric functions, elliptic and other. Functional classes like completely monotonic, Bernstein, Nevanlinna and the like, with applications in probability and statistics. Log-concavity, unimodality and sign regularity and functions and sequences and other inequalities for them. Potential theory in the complex plane. Applications in economics and life sciences.
Research interests: Modelling and analysis of experimental data
Research interests: Graph theory, communication networks
Research area: Operations research, variational principles
Variational analysis, optimization, optimal control
Variational analysis
Bayesian nonparametrics, Random measures, Urn models, Lévy processes
Branching stochastic processes: limit theorems, immigration, emigration, bisexual processes, and statistics. Chacterizations of distributions using ordered statistics and record values. Applied Statistics.
Probability Theory, Mathematical Statistics, Stochastic Processes and Applications, Branching Random Processes, and Applications.
