Particles physics. Theoretical and mathematical physics. Statistical physics. Lattice QCD.
Modeling, algorithms, numerical analysis.
Numerical simulation on machines with parallel architecture with Monte Carlo methods.
Data analysis.
Phenomenological system in the theory of strong interactions.
Modeling and visualization of complex physical system.
Management of the production simulations over a forecast period of time. The results were then published in international journals (Physical Review D).
DFT methods for molecular systems and tight binding ab initio methods for transport in condensedmatter physics.
Presentation of results via oral and written presentation.
Can adapt to an abstract formalism. Follow methodological and rigorous procedures. Integrate diversified information from different sources. Analyze and synthesize some scientific information and techniques. Respect the confidentiality of the information. Follow rules within the organization.
Differential geometry. Ordinary and partial differential equations. Topology. Group theory: Abelian and non-Abelian. Lie Algebras and Lie groups, non-commutative geometry. Distribution theory. Stochastic calculus, financial mathematics, stochastic processes. Time series and econometrics. Integral equation and integration theory, as well as numerical integration. Discretisation methods. Statistical methods. Non-commutative geometry.