List of sessions

  1. Model Theory

  2. Number Theory

  3. Projective Varieties and their Arrangements

  4. Algebraic Geometry

  5. Algebraic Geometry and Interdisciplinary Applications

  6. Arithmetic Algebraic Geometry

  7. Group Theory

  8. Geometric Function and Mapping Theory

  9. Complex Analysis and Geometry

  10. Optimization, Microstructures, and Applications to Mechanics

  11. Variational and Set-valued Methods in Differential Problems

  12. Topological Methods and Boundary Value Problems

  13. Variational Problems and Nonlinear PDEs

  14. Nonlinear Variational Methods with Applications

  15. Advances in Kinetic Theory

  16. Mathematical Modelling for Complex Systems: Seeking New Frontiers

  17. Advances in Nonlinear Elliptic and Parabolic PDEs: from local to nonlocal problems

  18. Nonlinear Partial Differential Equations and Related Function Spaces

  19. Nonlinear Diffusion Problems

  20. Geometric Properties of Solutions of PDEs and Nonlocal Equations

  21. New Perspectives in Singular Hamiltonian Systems

  22. Ergodic Theory and Topological Dynamics

  23. Hutchinson-Barnsley Theory of Fractals

  24. Harmonic Analysis

  25. Nonlinear Operators, Approximation Algorithms for Operator Equations and Related Problems

  26. Noncommutative Harmonic Analysis, Noncommutative Probability and Quantum Groups

  27. Topology and Logic in Algebra and Functional Analysis

  28. Operator Theory, Operator Algebras and Applications

  29. Operator Semigroups: New Challenges and Applications

  30. Set Theory and Topology

  31. Computational Aspects of Applied Topology

  32. Geometric Aspects of Applied Topology

  33. Geometric Topology, Manifolds, and Group Actions

  34. Stochastic Analysis and Nonlocal PDEs

  35. Financial Mathematics

  36. Differential Inclusions and Controlled Systems

  37. Stochastic Models of Molecular Anomalous Diffusion and Fractional Dynamics

  38. Probability Measures – Structures, Identification and Characterizations

  39. Dependence Modelling and Copulas

  40. Challenges and Methods of Modern Statistics

  41. Recent Advances in Numerical Modeling for Differential Problems

  42. Computational Mathematics: Discrepancy and Complexity

  43. Quantitative Techniques for Complex Real-Life Applications

  44. Multiscale Models in Mathematical Biology