Minisymposia

Ordinary Differential Equations

D01 – Oscillations in Dynamical Systems

D02 – Delay Differential Equations and Applications

D03 – Iterative and Topological Methods in Boundary Value Problems

D04 – Nonlocal evolution problems in abstract spaces

D05 – Hamiltonian Dynamics and KAM theory

D06 – TBA

D07 – TBA

D08 – Asymptotic theory of differential equations of real orders

D09 – Integration Theory in Applications to Differential Equations and Beyond

D10 – TBA

D11 – Nonlocal effects in differential equations

D12 – Computer-assisted proofs in differential equations

Numerical Analysis

N01 – New methods and techniques for the approximation of PDEs

N03 – Numerical Methods for PDE-Based Random Field Generation

N04 – Numerical algorithms for PDE solvers on modern HPC architectures

N05 – Numerical Aspects of Machine Learning for PDEs

N07 – Mathematical modelling and numerical methods in finance

N08 – Numerical methods for curvature driven flow

N09 – New trends in discontinuous Galerkin method

N10 – Numerical methods for fluid-structure interaction problems

N11 – Analysis and Numerical Analysis of Mean Field Games

N12 – Multiphysics problems: Numerical methods and Applications

N13 – TBA

N14 – Advances in the numerical investigation of delay equations

Partial Differential Equations

P01 – PDEs in Variational Theories for Liquid Crystals and Allied Areas

P02 – Analysis of singular limit problems arising in fluid dynamics

P03 – Elliptic and parabolic PDE in Geometric Analysis

P04 – Variational methods in PDEs and Continuum Mechanics

P05 – Patterns in networked systems: theory and applications

P06 – Multiscale Analysis of Self-Organization: Hydrodynamic and Kinetic Frameworks

P07 – Nonlinear waves in complex systems - fronts, fluids and fluctuations

P08 – Analysis of Thin and Heterogeneous Structures in Materials Science

P09 – TBA

P10 – Structures and Fluids

P11 – Uniqueness and Multiplicity of Positive Solutions of Nonlinear Spectral Problems of Elliptic Type

P12 – TBA