Topics

• Kernel bases approximation and applications
  
• 3D-1D coupled problems
  
• Adaptive methods
  
• Analysis on manifolds and Lie groups
  
• Applicazioni in ambito retail e marketing, e gestione della filiera logistica
  
• BEM FEM methods for PDEs
  
• Bio-medicine
  
• Blockchain Applications
  
• Calculus of variations and applications
  
• Commutative and non-commutative algebra
  
• Cryptanalysis
  
• Deep learning
  
• Design and analysis of physical and computer experiments
  
• Differential Geometry
  
• Domain decomposition
  
• Free boundary problems
  
• Geometria Descrittiva e modellizzazione di forme geometriche
  
• Geometric Analysis on Riemannian manifolds
  
• Geometry of PDEs
  
• Harmonic analysis and discrete differential geometry
  
• High Performance solvers (HPC) for problems governed by partial differential equations in large domains and/or with complex geometry
  
• Industry and environmental sciences
  
• Integral and integro-differential equations
  
• Mathematical models in finance
  
• Multiagent and network systems
  
• Nanotechnology
  
• Number Theory
  
• Numerical optimization
  
• Numerical solution of PDEs with classical discretization techniques and polygonal/polyhedral elements
  
• Optimisation problems in finance
  
• Ottimizzazione surrogata per il progetto e controllo di sistemi
  
• Phase space analysis and applications to quantum mechanics
  
• Programmazione dinamica approssimata e reinforcement learning
  
• Projective algebraic geometry
  
• Quaternionic functional Analysis and Hypercomplex Analysis
  
• Rate independent and Moreau’s processes
  
• Reaction network
  
• Robust and stochastic optimization
  
• Scientific and technological applications of origami
  
• Spectral and h-p type finite element methods
  
• Statistical modeling of biological data
  
• Statistics for clinical trials
  
• Stochastic models for biomedicine and for reliability in electronic, mechanical and environmental engineering
  
• Stochastic orders and positive dependence concepts in risk theory, reliability and actuarial sciences
  
• Submanifolds in Lorentzian conformal geometry and CR-geometry
  
• Theoretical analysis of mathematical models with singularities for interacting systems
  
• Theoretical aspects of PDEs with applications to engineering structures, models of phase transitions and transport problems
  
• Topological, algebraic and geometric data analysis
  
• Uncertainty evaluation in measurement processes
  
• Uncertainty quantification by PDE-based models
  
• Vehicular trafic, human crowds and social systems