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[[Category:Theorems in mathematical physics]] [[Category:Theorems in dynamical systems]] ...

In [[mathematics]], a '''classification theorem''' answers the [[classificatio ...p in solving it. (A combination of invariant values is realizable if there in fact exists an object whose invariants take on the specified set of values) ...

...ture]] are believed to have their natural description in terms of [[Field (physics)#Quantum fields|quantum fields]]. ...[[Wightman axioms|operator-valued distribution]], a type of object from [[mathematical analysis]]. The [[existence theorem]]s for quantum fields can be expected ...

...r mechanics, and numerical methods for solving equations of [[mathematical physics]]. ...til 1922 and then moved to [[Kyiv]] to become chairman of the mathematical physics department at the [[National Academy of Sciences of Ukraine|Ukrainian Acade ...

...ree-dimensional motion of fluid in the vicinity of [[vortex]] lines. These theorems apply to [[inviscid flow]]s and flows where the influence of [[viscosity|vi Helmholtz's three theorems are as follows:<ref>Kuethe and Schetzer, ''Foundations of Aerodynamics'', S ...

...rem on Hamiltonian cycles]], the statement that an {{mvar|n}}-vertex graph in which each vertex has degree at least {{math|''n''/2}} must have a Hamilton ...orem on chordal graphs]], the characterization of chordal graphs as graphs in which all minimal separators are cliques ...

[[File:homoeoid3d.jpg|thumb|Cut view of a homoeoid in 3D]] [[File:Focaloid3d.jpg|thumb|right|Cut view of a focaloid in 3D]] ...

...rems which are existential by nature—since the quantification can be found in the definitions of the concepts used. ...oint is that abstract methods are far-reaching,{{explain|date=March 2021}} in a way that [[numerical analysis]] cannot be. ...

...hor1-link= Ilka Agricola |first2=Thomas|last2=Friedrich|publisher=American Mathematical Society|year=2002|isbn=9780821829516|page=133|url=https://books.google.com/ If a pair of curves are in different positions but have the same curvature and torsion, then they are ...

...e]]<br>[[Mertens function]]<br>[[Meissel–Mertens constant]]<br>[[Mertens's theorems]] ..., [[Kingdom of Prussia]] (now [[Środa Wielkopolska]], [[Poland]]) and died in [[Vienna]], [[First Austrian Republic|Austria]]. ...

{{Short description|Software used in mathematical applications}} ...he [[National Institute of Standards and Technology]] [[Guide to Available Mathematical Software]] (both retrieved 2015-02-15).</ref> ...

...Dardashti|title=No-go theorems: What are they good for? |journal=[[Studies in History and Philosophy of Science]] |volume=4 |issue=1 |pages=47–55 |date=2 ==Instances of no-go theorems== ...

In [[functional analysis]], a branch of [[mathematics]], the '''Hellinger–Toep for all ''x'', ''y'' in the domain of ''A''. Note that symmetric ''everywhere-defined'' operators ...

...ity]]<br />[[Steklov Institute of Mathematics]]<br />[[Moscow Institute of Physics and Technology|MIPT]] ...ute of Physics and Technology|MIPT]], at the age of 100. He died in Moscow in November 2012 at the age of 107. ...

* [[Abelian group]], a group in which the binary operation is commutative * [[Abelian category]], in category theory, a preabelian category in which every monomorphism is a kernel and every epimorphism is a cokernel ...

This is a '''list of mathematical topics in [[relativity (physics)|relativity]]''', by Wikipedia page. *[[Penrose–Hawking singularity theorems]] ...

...x|el|λόγος|lit=study|label=none}}) is concerned with the properties of a [[mathematical object|geometric object]] that are preserved under [[Continuous function|co ...istance or metric defines a topology. The deformations that are considered in topology are [[homeomorphism]]s and [[homotopy|homotopies]]. A property tha ...

| caption = Tikhonov in 1975 ...ant contributions to [[topology]], [[functional analysis]], [[mathematical physics]], [[ill-posed problem]]s; ...

{{Short description|Test for whether a polynomial's roots lie in the left-half complex plane}} .... [[Derivation of the Routh array|The Routh–Hurwitz theorem was proved]] in 1895, and it was named after [[Edward John Routh]] and [[Adolf Hurwitz]]. ...

...of Differential Equations'', J.A. Leslie & T.P. Robart editors, [[American Mathematical Society]] {{ISBN|0-8218-2964-5}} , quotation pp 8,9</ref> For instance, th ...roups]] generate the Lie algebra. The structure of a Lie group is implicit in its algebra, and the structure of the Lie algebra is expressed by [[root sy ...