Michael Loss

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Elliott LiebProf. of mathematics and physics, Princeton UniversityVerified email at math.princeton.edu
Eric CarlenDistinguished Professor of Mathematics, Rutgers UniversityVerified email at math.rutgers.edu
Jean DOLBEAULTCeremade, Université Paris-DauphineVerified email at ceremade.dauphine.fr
Maria J. ESTEBANDirectrice de recherche émérite, CNRS & Université Paris-DauphineVerified email at ceremade.dauphine.fr
Rafael BenguriaProfessor of Physics, Pontificia Universidad Catolica de ChileVerified email at uc.cl
Rupert FrankProfessor of Mathematics, CaltechVerified email at caltech.edu
Maria C. CarvalhoCMAF and University of LisbonVerified email at fc.ul.pt
Evans HarrellGeorgia Institute of TechnologyVerified email at math.gatech.edu
Jan Philip SolovejUniversity of CopenhagenVerified email at math.ku.dk
Herbert SpohnProfessor of Mathematical Physics, Technische Universitaet MuenchenVerified email at ma.tum.de
Marcel GriesemerProfessor für Mathematik, Universität StuttgartVerified email at mathematik.uni-stuttgart.de
Heinz SiedentopProfessor em. of Applied Mathematics, Ludwig-Maximilians-Universität MünchenVerified email at lmu.de
Jonathan Le RouxMERLVerified email at merl.com
José Antonio CarrilloUniversity of OxfordVerified email at maths.ox.ac.uk
Luis VegaProfessor of Mathematics, UPV/EHU& BCAM, Bilbao, SpainVerified email at ehu.eus
Christian HainzlLMU MuenchenVerified email at math.lmu.de
Robert McCannCanada Research Chair at the University of TorontoVerified email at math.toronto.edu
Sergey ZelikUniversity of SurreyVerified email at surrey.ac.uk
Donald EstepSimon Fraser UniversityVerified email at sfu.ca

Michael Loss

Professor of Mathematics

Verified email at math.gatech.edu - Homepage

Analysis Mathematical Physics


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Analysis, Second Edition, Graduate studies in mathematics, vol. 14 EH Lieb, M Loss American Mathematical Society, Providence, 2001	6167	2001
Ground states in non-relativistic quantum electrodynamics M Griesemer, EH Lieb, M Loss Inventiones mathematicae 145 (3), 557-595, 2001	302	2001
Competing symmetries, the logarithmic HLS inequality and Onofri's inequality ons ⁿ E Carlen, M Loss Geometric & Functional Analysis GAFA 2, 90-104, 1992	219	1992
Stability of coulomb systems with magnetic fields: I. The one-electron atom J Fröhlich, EH Lieb, M Loss Communications in mathematical physics 104, 251-270, 1986	219	1986
A sharp analog of Young’s inequality on S^N and related entropy inequalities EA Carlen, EH Lieb, M Loss The Journal of Geometric Analysis 14, 487-520, 2004	184	2004
Stability of Coulomb systems with magnetic fields: III. Zero energy bound states of the Pauli operator M Loss, HT Yau Communications in mathematical physics 104 (2), 283-290, 1986	174	1986
Extremals of functionals with competing symmetries EA Carlen, M Loss Journal of Functional Analysis 88 (2), 437-456, 1990	170	1990
Sharp constant in Nash's inequality EA Carlen, M Loss International Mathematics Research Notices 1993 (7), 213-215, 1993	147	1993
Fluxes, Laplacians, and Kasteleyn’s theorem EH Lieb, M Loss Statistical Mechanics: Selecta of Elliott H. Lieb, 457-483, 1993	130	1993
Determination of the spectral gap for Kac's master equation and related stochastic evolution EA Carlen, MC Carvalho, M Loss	124	2003
Entropy and chaos in the Kac model EA Carlen, MC Carvalho, JL Roux, M Loss, C Villani arXiv preprint arXiv:0808.3192, 2008	117	2008
There are no unfilled shells in unrestricted Hartree-Fock theory V Bach, EH Lieb, M Loss, JP Solovej The Stability of Matter: From Atoms to Stars: Selecta of Elliott H. Lieb …, 1997	117	1997
Stability of matter in magnetic fields EH Lieb, M Loss, JP Solovej The Stability of Matter: From Atoms to Stars: Selecta of Elliott H. Lieb …, 1997	117	1997
Optimal smoothing and decay estimates for viscously damped conservation laws, with applications to the 2-D Navier-Stokes equation EA Carlen, M Loss Duke Math. J 81 (1), 135-157, 1996	116	1996
Stability of Coulomb systems with magnetic fields: II. The many-electron atom and the one-electron molecule EH Lieb, M Loss Communications in mathematical physics 104 (2), 271-282, 1986	101	1986
Rigidity versus symmetry breaking via nonlinear flows on cylinders and Euclidean spaces J Dolbeault, MJ Esteban, M Loss Inventiones mathematicae 206, 397-440, 2016	99	2016
Non-stochasticity of time-dependent quadratic Hamiltonians and the spectra of canonical transformations GA Hagedorn, M Loss, J Slawny Journal of Physics A: Mathematical and General 19 (4), 521, 1986	97	1986
Existence of atoms and molecules in non-relativistic quantum electrodynamics EH Lieb, M Loss The Stability of Matter: From Atoms to Stars: Selecta of Elliott H. Lieb …, 2003	95	2003
Analysis, Grad EH Lieb, M Loss Stud. in Math 14, 2001	94	2001
Lieb–Thirring inequalities with improved constants A Laptev, J Dolbeault, M Loss Journal of the European Mathematical Society 10 (4), 1121-1126, 2008	90	2008

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