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...eory of Everything]]. However, in later years this was abandoned in favour of [[string theory]]. There has been renewed interest in the 21st century, wit ...ef> a product of two [[N = 4 super Yang–Mills|''N'' = 4 super Yang–Mills]] theories. This is written schematically as: ...

...continued to teach courses and advise students until his death at 83 years of age. ...ity. One of his proponents in Sweden was [[Per Lindström]].<ref>''Handbook of world philosophy'' by John Roy Burr, 1980. {{ISBN|0-313-22381-5}} (page 186 ...

{{Short description|Seminar Theories}} ...ribution of the number of customers in a given part of a system at a fixed time. ...

{{short description|Equation composed of a function being summed}} ...s], Tomasia Kulik, Christopher C. Tisdell, September 3, 2007</ref> using [[time scale calculus]]. A summation equation compares to a [[difference equation] ...

...ntum field theory|topological theory]] with no gravitational local degrees of freedom. ...= A Chern-Simons Action for Three-Dimensional anti-De Sitter Supergravity Theories | journal = Phys. Lett. | volume = B180 | issue = 1–2| page = 89 | doi = 10 ...

{{Short description|Group of gauge symmetries in Yang–Mills theory}} ...f <math>G(X) </math> is a constant unit-valued section <math>g(x)=1</math> of <math> \widetilde P\to X</math>. ...

A '''Rivlin–Ericksen''' temporal evolution of the [[Strain-rate tensor|strain rate tensor]] such that the derivative tran ...on convention. The [[upper-convected time derivative]], [[lower-convected time derivative]], and [[Jaumann derivative]] are often used. ...

...theories of bounded arithmetic as formal systems capturing various levels of feasible reasoning (see below). ...Arithmetic|journal=Bibliopolis, Naples, Italy, 1986.}}</ref> and a number of other logicians. ...

{{short description|Psychological theory of motivation}} ...|author4=Hall, R. J. |title=Self-Regulation at Work|journal=Annual Review of Psychology|year=2010|volume=61|pages=543–548|doi=10.1146/annurev.psych.0930 ...

{{Short description|Type of topological defects in the Yang–Mills vacuum}} ...that they play an important role in the [[color confinement|confinement]] of [[quark]]s. ...

is an exactly solvable quantum field theory, describing the interaction of a [[fermion field#Dirac fields|Dirac field]] with a vector field in dimensi The [[Lagrangian density]] is made of three terms: ...

...al [[symmetry group]] preserving relativity without assuming the constancy of ''c''. ...for a non-invariant ''c''. According to [[Maxwell's equations]], the speed of light satisfies ...

{{Short description|Type of 3+1 dimensional quantum field theory}} ...ermion]]s interacting via [[four fermion interaction]]s in 3 spatial and 1 time dimension. It was introduced in 1938 by [[Dmitri Ivanenko]] ...

{{Missing information|space, time, and their modelling with manifolds. It mixes derivatives along a curve wit ...manifold. Missing relation of a curve parameter to the specific notion of time|date=January 2025}} ...

...king the '[[Paul Painlevé|Painlevé]] simplification' or 'autonomous limit' of the [[Schlesinger equations#Schlesinger's equations|Schlesinger equations]] They are also a specific case of [[Hitchin system|Hitchin integrable system]]s, when the [[algebraic curve]] ...

'''R-hadrons''' are hypothetical particles composed of a [[supersymmetric particle]] and at least one [[quark]]. ...[[Lightest Supersymmetric Particle|LSP]], which is stable in all the SUSY theories with [[R-parity]]). ...

...rt to extend [[Yang–Mills theory]], which provides a universal description of the fundamental interactions, to describe [[Gravitation|gravity]]. ...avity]], which is a formulation of (classical) gravitation in the language of [[geometric algebra]]. Nor should it be confused with [[Kaluza–Klein theory ...

{{Short description|Principal bundle formulation of the Higgs field}} ...ental interactions and provides the [[Higgs mechanism]] of generating mass of elementary particles. ...

...cribe physical phenomena.<ref>{{Cite journal |title= Third-order equations of motion and the Ostrogradsky instability |journal=Physical Review D|volume=9 ...ntum dynamics of higher-derivative systems |journal= International Journal of Modern Physics A|volume=32|issue=1730025|arxiv=1710.11538|doi=10.1142/S0217 ...

...describing the overlap of the wave functions on either side in the domain of the barrier. ...ethod requires summation over an infinite number of widely separated pairs of periodic instantons -- this calculation is therefore said to be that in the ...