Personal Web Page:
https://www.mfmat.org/
Research Interests:
• Wigner measures and Egorov-type Theorems in infinite dimensions
• Quasi-Classical Systems
• Renormalization in Quantum Field Theory
• Lattice Quantum ElectroDynamics
• Rigorous derivation of effective theories in solid state and optical physics
• Scattering theory for linear and nonlinear evolution systems
• Pointless topology and measure theory in infinite dimensional vector spaces
Selected Publications:
• M. Correggi, M.F., M. Olivieri; Quasi-Classical Dynamics. J. Eur. Mat. Soc., to appear (published version to appear, now linking to arXiv version)
• M.F.; Cylindrical Wigner measures. Doc. Math. 23, 1677-1756 (2018) (open access)
• M.F., J. Faupin, J. Fröhlich, B. Schubnel; Scattering theory for Lindblad master equations. Comm. Math. Phys. 350(3), 1185–1218 (2017) arXiv
• Z. Ammari, M.F.; Bohr’s correspondence principle for the renormalized Nelson model. SIAM J. Math. Anal. 49(6), 5031-5095 (2017) arXiv
• Z. Ammari, M.F., B. Pawilowski; On the rate of convergence for the mean field approximation of Bosonic many-body quantum dynamics. Commun. Math. Sci. 14(5), 14171442 (2016) arXiv
