International Conference on Mathematical, Computational and Statistical Sciences ICMCSS on December 29-30, 2025 in Paris, France

Advanced Numerical Algorithms
Analytic methods
Approximation theory
Bayesian computing
Biological and medical applications
Biometry and Statistics
Computation in Complex Networks
Computational Biology and Medicine
Computational Chemistry
Computational Economics and Finance
Computational electrodynamics
Computational electromagnetics
Computational Engineering
Computational Finance
Computational fluid dynamics
Computational Geosciences and Meteorology
Computational Grids
Computational Mathematics
Computational Mechanics
Computational models
Computational Physics
Computational Statistics
Control theory and applications
Coupled problems
Data exploration and data mining
Dynamical systems
Engineering Mathematics
Factorization methods
Finite difference methods
Finite element methods
Generalized eigen-problems
High order difference approximations
High Performance Computing
Hybrid Computational Methods
Industrial Mathematics
Integral equations
Inversion problems in Geophysics
Iterative methods
Mathematical Chemistry
Mathematical methods in continuum mechanics
Mathematical modeling
Mathematical models for the information society
Mathematical models in Economy and Insurance
Mathematical models in Medicine
Mathematics and circuit simulation
Mathematics of Finance
Methods for integration on a uniform and non-uniform mesh
Modeling and computation of soft matter materials and complex fluids
Molecular dynamics
Monte Carlo methods and applications
Nonlinear systems and eigenvalue solvers
Nonsymmetric solvers
Numerical analysis
Numerical and Computational Mathematics
Numerical linear algebra
Numerical Mathematics in general
Numerical methods and simulation
Operations Research and Information Engineering
Optimization and optimal control
Ordinary and partial differential equations, integral equations, singular perturbation problems
Ordinary differential equations
Overlapping and nonoverlapping domain decomposition methods
Partial differential equations
Scientific computing and supercomputing benchmark design
Scientific visualization
Simulation
Social Statistics
Software architectures for scientific computing
Space Geodesy and Space Dynamics
Splines and wavelets and applications
Stochastic differential equations
Supercomputing and scientific computing
Theoretical Chemistry
Theoretical Physics
Applications of scientific computing in engineering and applied sciences.