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{{short description|Space with one dimension}} A '''one-dimensional space''' ('''1D space''') is a [[mathematical space]] in which location can be specified with a single [[coordinate]]. An examp ...

...U. (2006). Anatomy of three-body decay III: Energy distributions. Nuclear Physics A, 766, 74-96.</ref> ...n in the configuration space. Bulletin of the Russian Academy of Sciences: Physics, 72, 1539-1543.</ref> ...

{{Short description|Configuration space in quantum theory}} ...of the [[wave function]]s <math>\psi</math> is the classical configuration space <math>\mathbb{R}^3</math>. ...

{{About|the Rosser's equation in physics|the similarly-named equation in economics|Rosser's equation}} ...ment Current in Empty Space Produce a Magnetic Field?" American Journal of Physics, vol. 44, no. 12, pp. 1221-1223.</ref> the equation was labeled by Selvan:< ...

...another [[Euclidean vector|vector]]. The cross product of two vectors in 3-space is defined as the vector perpendicular to the plane determined by the two v ...</math> and <math>\mathbf{b}</math>) but generalizes to arbitrary [[affine space]]s and products between more than two vectors. ...

...icular kind of a [[Vector (mathematics and physics)|vector]] in a [[vector space]]. Let <math>V</math> be a vector space over a [[Field (mathematics)|field]] <math>\mathbb{F}</math> and let <math> ...

{{Short description|Situation or occurrence located at a specific point in space and time}} {{for|an event in particle physics|Event (particle physics)}} ...

...e Einstein Tensor and Its Generalizations |journal=Journal of Mathematical Physics |volume=12 |issue=3 |pages=498–501 |year=1971 |doi=10.1063/1.1665613 |bibco ...onality of Space and the Einstein Tensor |journal= Journal of Mathematical Physics |volume=13 |issue=6 |pages=874–876 |doi=10.1063/1.1666069|bibcode=1972JMP.. ...

...''E'')}} is a rescaling of a [[nuclear reaction]]'s total [[cross section (physics)|cross section]] {{math|''σ''(''E'')}} to account for the [[Coulomb repulsi ...]s of the reactants, <math>\epsilon_0</math> is the [[permittivity of free space]], <math>\hbar</math> is the [[reduced Planck constant]] and {{mvar|v}} is ...

...| last1=Rubinstein | first1=Michael |last2=Colby|first2=R.| title=Polymer physics | url=https://archive.org/details/polymerphysics00rubi_825 | url-access=lim ...pers }}</ref> Typically the pervaded volume is very large relative to the space actually occupied by the chain as most of the pervaded volume is usually fi ...

...ath>G(X) </math>. This group <math> \overline G(X)</math> acts freely on a space of irreducible principal connections. ...is a [[Hilbert space]]. It is a [[path integral formulation|configuration space]] of quantum gauge theory. ...

{{Short description|A parameter in plasma physics}} ...is defined as:<ref>W. Baumjohann and R. A. Treumann, ''Basic Space Plasma Physics'', Imperial College Press, 1997.</ref> ...

If each monomer unit in a polymer is represented by a point in space, the translation vectors <math>\vec{r}_i</math> connect between these point ...the relation:<ref>{{cite book|last1= Gedde |first1= Ulf W. |title= Polymer Physics |url= https://books.google.com/books?id=Iem3fC7XdnkC |year= 1995 |publisher ...

{{Short description|Formulation of quantum mechanics on a Hilbert Space}}{{Inline citations|date=November 2024}} ...antum mechanics]] in terms of [[linear operator|operator]]s on a [[Hilbert space]]. They were introduced by [[Paul Dirac]] in 1930 and [[John von Neumann]] ...

...rimarily for [[electron]] beams, in which motion is often dominated by the space charge. ...In vacuum (Child's law)|Child-Langmuir law]]<ref>''Handbook of Accelerator Physics and Engineering'', edited by A.W. Chao and M. Tigner, World Scientific, 199 ...

...s]] who first studied [[Chern–Simons form]]s which appear in the [[action (physics)|action]] of Chern–Simons theory.<ref>{{cite journal |journal=Journal of High Energy Physics |date=22 February 2023 ...

...harmonic oscillator has a constant tune for all initial positions in phase space. Adding some non-linearity results in a variation of the tune with amplitu ...gle coordinates]], one compute the tune <math>\nu</math> and the [[Action (physics)|action]] <math>J</math>. The tune shift with amplitude is then given by < ...

{{Short description|Concept in mathematics and theoretical physics}} ...Andrew J.|title=Selfdual solutions to Euclidean gravity|journal=Annals of Physics|year=1979|volume=120|issue=1|pages=82–105|url=http://www.slac.stanford.edu/ ...

...constant implies that the spacetime will asymptote to an [[Anti-de Sitter space|anti de Sitter spacetime]] at spatial infinity. ...line element for a spacetime that is stationary, time reversal invariant, space inversion invariant, rotationally invariant ...

{{Short description|Accelerator physics energy quantity}} In [[Accelerator Physics|accelerator physics]], the '''mean transverse energy''' (MTE) is a quantity that describes the ...