Elliott Hershel Lieb (born July 31, 1932) is an American mathematical physicist. He is a professor of mathematics and physics at Princeton University....

by Elliott H. Lieb, who at the same time extended it to the SU(2) case. The conjecture was only proven in 2012, by Lieb and Jan Philip Solovej. Lieb, Elliott...

probability distributions. Both are named after Herm Jan Brascamp and Elliott H. Lieb. Fix natural numbers m and n. For 1 ≤ i ≤ m, let ni ∈ N and let ci > 0...

1967–1968, but a shorter and more conceptual proof was found later by Elliott Lieb and Walter Thirring in 1975. In statistical mechanics, the existence...

number of Eulerian orientations of grid graphs. It was introduced by Elliott H. Lieb in 1967. An n × n grid graph (with periodic boundary conditions and...

Thomas-Fermi-von Weizsäcker Model of Atoms and Molecules" supervised by Elliott H. Lieb. As a post-doctoral researcher, he went to the University of Michigan...

Lieb–Oxford inequality provides a lower bound for the indirect part of the Coulomb energy of a quantum mechanical system. It is named after Elliott H...

model. The proposal and exact solution of this model by Ian Affleck, Elliott H. Lieb, Tom Kennedy and Hal Tasaki [ja] provided crucial insight into the...

songwriter Elliott H. Lieb (born 1932), American mathematical physicist and professor of mathematics Ernst Lieb, American business executive Fred Lieb (1888–1980)...

The Lieb–Liniger model describes a gas of particles moving in one dimension and satisfying Bose–Einstein statistics. A model of a gas of particles moving...

existence of such a finite speed was discovered mathematically by Elliott H. Lieb and Derek W. Robinson in 1972. It turns the locality properties of...

Newell Nicolai Reshetikhin Aleksei Shabat Evgeny Sklyanin Mikio Sato Elliott H. Lieb Graeme Segal George Wilson Vladimir E. Zakharov Arnold, V.I. (1997)...

in 1959 and independently by Elliott H. Lieb and Mary Beth Ruskai in 1973, using a matrix inequality of Elliott H. Lieb proved in 1973. By using the proof...

Discussing the question of entropy for non-equilibrium states in general, Elliott H. Lieb and Jakob Yngvason express their opinion as follows: "Despite the fact...

field of analysis, the Brezis–Lieb lemma is a basic result in measure theory. It is named for Haïm Brézis and Elliott Lieb, who discovered it in 1983. The...

also Elliott H. Lieb, Jakob Yngvason: The Physics and Mathematics of the Second Law of Thermodynamics, Phys. Rep. 310, 1–96 (1999) and Elliott H. Lieb, (editors:...

 419–438. doi:10.1007/978-1-4020-3463-3_13. ISBN 978-1-4020-1798-8. Lieb, Elliott H. (24 April 1967). "Exact Solution of the Problem of the Entropy of...

gases and Bose–Einstein condensation. He is co-author, together with Elliott H. Lieb, Jan Philip Solovej and Robert Seiringer, of a monograph on Bose gases...

 United Kingdom 1997 Mikio Sato  Japan 1999 Yurij Manin  Russia 2001 Elliott H. Lieb  United States 2003 Richard P. Stanley  United States 2005 Luis Caffarelli...

of certain ferroelectric and antiferroelectric crystals. In 1967, Elliott H. Lieb found the exact solution to a two-dimensional ice model known as "square...

on Coulomb Systems in Lausanne to describe one-component plasmas. Elliott H. Lieb provided the proof for the existence and uniqueness of a stationary...

JSTOR 4015267. McKellar's co-author Lincoln Chayes published a paper with Elliott H. Lieb, who in turn co-authored a paper with Daniel Kleitman, a co-author...

ISBN 978-0-471-41526-8 Lieb, Elliott H. (2002). "The Stability of Matter and Quantum Electrodynamics". arXiv:math-ph/0209034. This realization is attributed by Lieb, Elliott...

Elliott H. Lieb and Werner Liniger provide the exact solution of the 1d δ-function interacting Bose gas (now known as the Lieb-Liniger model). Lieb studies...

Borell–Brascamp–Lieb inequality is an integral inequality due to many different mathematicians but named after Christer Borell, Herm Jan Brascamp and Elliott Lieb. The...

1942 Life sciences 2022 Bryan Grenfell  United Kingdom born 1954 Biological sciences 2023 Elliott H. Lieb  United States born 1932 Mathematical sciences...

Kephart, and physicists Llewellyn Thomas, Rolf Landauer, Charles H. Bennett, Elliott H. Lieb, J. B. Gunn, Leroy Chang, Leo Esaki (Physics Nobel Prize, 1973)...

2016-10-15. "Masaki Kashiwara". Inamori Foundation. Retrieved 2018-06-15. "Elliott H. Lieb". Inamori Foundation. Retrieved 2023-06-16. "Jan Hendrik Oort". Inamori...

operator in terms of integrals of the potential. They are named after E. H. Lieb and W. E. Thirring. The inequalities are useful in studies of quantum mechanics...

statistical mechanics of classical and quantum physical systems." Elliott H. Lieb David P. Ruelle 2023 Jeffrey Harvey "their pioneering contributions...