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...ed to lower the degree of abstraction. Robinson presented her growth model in verbal terms. A mathematical formalization was later provided by [[Kenneth # There is no change in the price level. ...

In [[physical cosmology]], a '''cosmon''' or '''cosmonium''' is a hypothetical ...007/978-3-642-32254-9_3 | issn=0067-0057 | isbn=978-3-642-32254-9 }}</ref> In his view, this occurred somewhere between 20 and 60 billion years ago.<ref ...

{{short description|Scientific hypothesis in mathematical physics}} ...> The surmise was a result of Wigner's introduction of [[random matrices]] in the field of [[nuclear physics]]. The surmise consists of two postulates: ...

In mathematics, the '''Bateman polynomials''' are a family ''F''<sub>''n''</su where ''P''_''n'' is a [[Legendre polynomial]]. In terms of [[generalized hypergeometric function]]s, they are given by ...

In [[mathematics]], specifically in the field of [[modular representation theory]], the ...zero conjecture''' is a [[conjecture]] published by [[Richard Brauer]] in 1956 ...

...ion|One of several related theorems regarding the sizes of certain sumsets in abelian groups}} ...lian group]]s. These are named after [[Martin Kneser]], who published them in 1953<ref name = Kneser53>{{cite journal | first=Martin | last=Kneser | titl ...

...t]], which assumes that investment intentions depend on the pace of growth in economic activity. ...nment spending intentions are not influenced by any of the other variables in the model. For example, the level of government spending could be used as t ...

...J. Gilvarry (1956):<ref>{{Cite journal|last=Gilvarry|first=John James|date=1956|title=Equation of the Fusion Curve|url=https://doi.org/10.1103/PhysRev.102. ...th>\gamma</math> is Grüneisen ratio, and <math>f</math> is the coefficient in [[Morse potential]]. ...

{{short description|Theorem in number theory that gives a bound on a Diophantine approximation}} {{About|a theorem in number theory||Hurwitz's theorem (disambiguation){{!}}Hurwitz's theorem}} ...

| caption = 2005 in [[Mathematical Research Institute Oberwolfach|Oberwolfach]] | birth_date = {{birth date and age|1956|01|25}} ...

...ed States.<ref>Geburts- und Karrieredaten nach ''American Men and Women of Science'', Thomson Gale 2004</ref> ...versity]]. From 1980 to 1986, he was chairman of the chemistry department. In 1992, he became acting vice president for research as well as dean of the g ...

...1955) was a German physicist known for his work in the field of [[thermal science]]. ...arked on a 25-year career at the [[Physikalisch-Technische Reichsanstalt]] in [[Charlottenburg]], [[Berlin]]. During this time he founded and directed ap ...

...relativity|relativistic]] [[Hamiltonian mechanics|Hamiltonian formalism]] in [[quantum field theory]]. ...ic.oup.com/ptp/article/30/2/236/1868993 Relativistic Hamiltonian Formalism in Quantum Field Theory and Micro-Noncausality, August 1963]</ref> ...

In [[algebraic topology]], '''Hilton's theorem''', proved by {{harvs|txt|first ...To put this space in the language of the above formula, we are interested in ...

...ar biologist and developmental biologist.<ref>{{cite journal|title=Life in Science: Armin Dale Kaiser|author=Kaiser, A.D.|journal=Bacteriophage|date=July 1, 2 ...In 1959 he became an assistant professor at [[Stanford University]], where in 1966 he became a professor for biochemistry at [[Stanford University School ...

...er Bothe and Bruno Rossi: The birth and development of coincidence methods in cosmic-ray physics." Italian Association for the Teaching of Physics, ''arX ...cting with the primary detection medium. For instance, such a veto is used in the gamma ray observatory [[Cos-B|COS-B]]. Detectors relying on coincidence ...

{{Short description|Toy model in statistical physics.}} ...nics |date=1999 |publisher=Cambridge University Press |pages=34–39}}</ref> in [[non-equilibrium thermodynamics]]. ...

{{Short description|Conjecture in modular representation theory}} ...rd D. |year=1963 |chapter=Representations of finite groups |title=Lectures in Mathematics |volume=1 |publisher=Wiley | pages=133–175 |mr=0178056 |oclc=52 ...

...idean and [[CW complex]]es. Abstract cell complexes play an important role in [[image analysis]] and [[computer graphics]]. ...'' is a function assigning a non-negative integer to each element of ''E'' in such a way that if <math>B(a, b)</math>, then <math>dim(a)<dim(b)</math>. ...

...ambridge university press.</ref> The [[Grad–Shafranov equation]] appearing in [[plasma physics]] also takes the same form as the Hicks equation. Representing <math>(r,\theta,z)</math> as coordinates in the sense of cylindrical coordinate system with corresponding flow velocity ...