Degree: Ph.D.
Faculty: Univ Paris Diderot, IMJ-PRG, UMR 7586 CNRS, F-75013, Paris.
Field (s) of interest:Topological Quantum Field Theories.

Degree: Ph.D
Faculty: Institute of Mathematics and Informatics Bulgarian Academy of Sciences, Sofia, Bulgaria.
Field (s) of interest: Complex Differential Geometry: Twistor Spaces, Almost-Complex Manifolds, Self-Dual Manifolds, Hermitian Surfaces.

Degree: Ph.D
Faculty: “Gh. Asachi” Technical University of Iasi, Romania.
Field (s) of interest: Theoretical Mechanics, Numerical Analysis.

Degree: Ph.D
Faculty: University of Architecture Civil Engineering and Geodesy, Bulgaria.
Field(s) of interest: Differential Inclusions, Multi-valued Dynamical Systems, Control, Non-smooth Analysis, Numerical Analysis

Degree: Ph.D
Faculty: Ovidius University of Constanta, Romania.
Field (s) of interest: Commutative Algebra

Degree: Ph.D
Faculty:Department of Mathematics University of Chemical Technology and Metallurgy, Sofia, Bulgaria.
Field(s) of interest: Dynamical Systems-Introductory course and advanced, Hamilton Systems, Bifurcation Theory, Fucntional Differential Equations, Parabolic Differential Equations-Introductory and advanced.

Degree: Ph.D
Faculty: Departement de Mathematiques, Universite de Brest, France.
Field(s) of interest: Dynamical System

Degree: Ph.D
Faculty: Fachbereich Mathematik Universitat Kaiserslautern, Germany
Field (s) of interest: Computational Algebra

Degree: Ph.D
Faculty: University of Hamburg, Osterstrasse Hamburg, Germany.
Field (s) of interest: Real Analysis

Degree: Ph.D
Faculty:Department of Applied Mathematics and Informatics
Technical University in Košice Slovakia
Field (s) of interest: Graph Theory and Combinatorics

Degree: Ph.D
Faculty: Institute of Mathematics of the Romanian Academy,
Bucharest, Romania
Field (s) of interest: Functional Analysis and Operator Theory

Degree: Ph.D.
Faculty: University Paris VII - Denis Diderot Mathematics Departement, Sophie-Germain.
Field (s) of interest:l'analyse harmonique non commutative: structure des groupes de Lie semi-simples.

Degree: Ph.D
Faculty:Department of Mathematics Aarhus UniversityNy Munkegade 118 DK-8000 Aarhus C Denmark
Field(s) of interest: Ergodic Theory, Small denominator problems, Diophantine approximation, Metric number theory

Degree: Ph.D
Faculty: Institute of Mathematics, Vietnam Academy of Science and Technology
Field(s) of interest: Commutative Algebra and Interactions to Algebraic Geometry and Combinatorics

Degree: Ph.D
Faculty: Department of Mathematics & Statistics Dalhousie University 6316 Coburg Road - PO BOX 15000 Halifax, Nova Scotia, Canada
Field(s) of interest: Number theory, Combinatorial number theory, Computational number theory, Classical analysis, Bernoulli and Euler numbers, Zeros of polynomials, Graph-theoretic polynomials,

Degree: Ph.D
Faculty: Department of Mathematics La Trobe University, Australia
Field(s) of interest: Algebra and Number Theory, Dynamical Systems in Applications, Ordinary Differential Equations, Difference Equations and Dynamical System

Degree: Ph.D
Faculty: Department of Mathematics Higher School of Economics Usacheva st., 6119048 Moscow, Russia
Field(s) of interest: Equivariant algebraic geometry, algebraic groups, algebraic combinatorics

Degree: Ph.D
Faculty: Poitiers, Poitou-Charentes, France
Field(s) of interest: Group Representation Theory

Degree: Ph.D
Faculty: University of the Witwatersrand, Johannesburg
Field(s) of interest: On Lie and Noether Symmetries of Differential Equations

Degree: Ph.D
Faculty: Eberhard Karls University Tübingen
Field(s) of interest: Tropical Geometry, Hurwitz theory, Gromov-Witten theory and mathematical physics), convex geometry, algebraic geometry, computer algebra, real geometry.