Laboratoire de Mathématiques et Physique Théorique (CNRS UMR 7350)

Research:
Phase Space Lattices (aka Non-Commutative Field Theories)/
Spacetime Lattices (aka Lattice Field Theories)

Quantum Mechanics and Number Theory

• Unitary Evolution on a Phase Space with Power of Two Discretization
• Non-Commutative Solitons in Finite Quantum Mechanics
• Fast Quantum Maps
• Holomorphic Quantization on the Torus and Finite Quantum Mechanics
• An SU(2) Analog of the Azbel-Hofstadter Hamiltonian

Anisotropic (Lattice) Gauge Theories with Branes

• Multi-Layer Structure in the Strongly Coupled 5D Abelian Higgs Model
• Phase Structure of the 5D Abelian Higgs Model with Anisotropic Couplings

Lattice Gauge Theories and Chiral Fermions

• Gauge Theories with a Layered Phase
• Chiral Defect Fermions and the Layered Phase

Teaching: Physics Department, Tours University

• L2: Modélisation, simulation et outils informatiques
• L2: Travaux Pratiques en Electromagnétisme
• L3: Modélisation, simulation et outils informatiques
• L3: Travaux Pratiques sur les Ondes Electromagnétiques
• L3 Physique-Chimie: Optique Ondulatoire
• Master de Physique: Méthodes Numériques et Informatique

An Introduction to Quantum Computing[in french]

Links to Physics Societies

The French Physical Society: la Société Française de Physique

The Institute of Physics

The American Physical Society