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Wagner is the academic father of a generation of statistical physicists. Many of his students and junior collaborators now occupy chairs in German [[Category:20th-century German physicists]] ...

{{Short description|French applied mathematician and mathematical physicist}} ...h [[applied mathematics|applied mathematician]] and [[mathematical physics|mathematical physicist]], and a [[professor emerita]] in the [[University of Paris (2019 ...

...the [[Stockholm University|university]], he worked on [[mechanics]] and [[mathematical physics]]. [[Category:20th-century German physicists]] ...

{{short description|Russian mathematical and theoretical physicist}} ...ho in France|year=2004|title-link=Who's Who in France}}</ref> is a Russian mathematical and theoretical physicist at the [[Simons Center for Geometry and Physics]] ...

...Lithuanian Physical Society, [[Lithuanian Mathematical Society]], American Mathematical Society. [[Jucys–Murphy element]]s in the [[group ring|group algebra]] <mat | year=1974 | journal=Rep. Mathematical Phys. | volume=5 | issue=1 | pages=107–112 ...

...merican Men and Women of Science'', Thomson Gale 2004</ref>) is a Canadian mathematical physicist and mathematician. ...Konrad Osterwalder]], and Manfred Salmhofer). He also does research on the mathematical theory of [[Fermi liquid]]s (including Fermi surfaces, superconducting tran ...

...hink has great importance but which other physicists contend is merely a [[mathematical coincidence|numerical coincidence]]. [[Category:Japanese physicists]] ...

...is), I.B. (Yehoshua) Levinson and V.V. (Vladislovas Eimutis) Vanagas|title=Mathematical Apparatus of the Theory of Angular Momentum|publisher=Vilnius, 1960 (in Rus [[Category:Lithuanian physicists]] ...

...8, 1951}} is a [[Japanese people|Japanese]] [[mathematician]] working in [[mathematical physics]] and is a professor of mathematics at [[Rikkyo University]]. He is ...iences]] in [[Kyoto University]]. He has made important contributions to [[mathematical physics]], including (independently of [[Vladimir Drinfeld]]) the initial d ...

{{short description|A mathematical operator used in theoretical physics and topology}} ...theoretical physicists]] [[Yang Chen-Ning]] and [[Rodney Baxter]]. These [[mathematical operator|operators]] are particularly notable for providing solutions to th ...

...] of the [[metric tensor]]. This harmonic condition is frequently used by physicists when working with [[gravitational wave]]s. This condition is also frequent ...sively as those described above. Almost all coordinate conditions used by physicists, including the harmonic and synchronous coordinate conditions, would be sat ...

{{Short description|Mathematical physics relation}} ...]] and [[high energy physics]], the '''Wu–Yang dictionary''' refers to the mathematical identification that allows back-and-forth translation between the concepts ...

| fields = [[Mathematical Physics]] ...e=ETH Zürich, Mathematics Department|url=https://www.math.ethz.ch/research/mathematical-physics/giovanni-felder.html}}</ref> ...

...stian 2011 MFO13784.jpg|thumb|Anne Schilling with Cristian Lenart at the [[Mathematical Research Institute of Oberwolfach|MFO]], 2011]] ...cializing in [[algebraic combinatorics]], [[representation theory]], and [[mathematical physics]]. She is a professor of mathematics at the [[University of Califor ...

...University]] and, since 2001, a professor of mathematics at the School of Mathematical Sciences, [[Queen Mary, University of London]]. ...A. and Part III diploma at the [[University of Cambridge]] following the [[Mathematical Tripos]] and based at [[Emmanuel College, Cambridge]]. In 1983, he was awar ...

...thematical physics, a '''Pöschl&ndash;Teller potential''', named after the physicists Herta Pöschl<ref>{{Cite web |url=https://e-reports-ext.llnl.gov/pdf/376159. ...ttp://stacks.iop.org/0305-4470/20/i=13/a=017|journal=Journal of Physics A: Mathematical and General|language=en|volume=20|issue=13|pages=4083|doi=10.1088/0305-4470 ...

In [[mathematics]] and [[mathematical physics]], a '''coordinate basis''' or '''holonomic basis''' for a [[differ ...r3=A. N. Lasenby |year=2006 |title=General Relativity: An Introduction for Physicists |publisher=[[Cambridge University Press]] |page=57 }}}} ...

...ume in spacetime called its '''worldvolume'''<!--boldface per WP:R#PLA-->. Physicists often study [[field (physics)|fields]] analogous to the [[electromagnetic f ...o the discovery of the [[AdS/CFT correspondence]], a theoretical tool that physicists use to translate difficult problems in gauge theory into more mathematicall ...

...of the inverse magnetic field (1/B). The formula is named after the Soviet physicists [[Ilya Lifshitz]] and [[Alexander Kosevich]], who first derived it in 1954. == Mathematical Formulation == ...

| fields = Physics, Mathematical Physics ...earch student of [[Mário Schenberg]] (one of the top Brazilian theoretical physicists) and became an assistant professor in 1969. He then moved to [[Turin|Torino ...