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'''Lomonosov's invariant subspace theorem''' is a mathematical theorem from [[functional analysis]] concerning the existence of [[invarian ===Notation and terminology=== ...

{{Short description|Mathematical modeling language}} A '''vector addition system''' ('''VAS''') is one of several mathematical modeling languages for the description of [[distributed systems]]. Vector a ...

...orpora to a parameter quantifying the word's association with [[Scientific terminology|scientific jargon]] - the "jargonness" of that word.<ref>{{Cite journal |la [[Category:Scientific terminology]] ...

==Alternative terminology== ...= A. A. | title = Monoidal categories and functors | journal = Journal of Mathematical Sciences | volume=88 | issue = 4 | pages = 458–472 | year=1998 | doi=10.100 ...

== Notation and terminology == .../math> obtained above is commonly denoted <math>\mathcal{L}(Y)</math>. The terminology ''stochastic logarithm'' arises from the similarity of <math>\mathcal{L}(Y) ...

...l collection", a conglomerate. Technically this is organized by changes in terminology: when a [[Grothendieck universe]] <math>U</math> is added to the chosen axi As a result, in this terminology, each set is a class, and each class is a conglomerate. ...

...rcuits of this kind provide a generalization of [[Boolean circuits]] and a mathematical model for digital [[logic circuits]]. Circuits are defined by the gates the === Terminology === ...

{{Short description|Mathematical concept}}In [[constructive mathematics]], the '''limited principle of omnis ===Terminology=== ...

In [[mathematical finance]], '''convexity''' refers to non-linearities in a [[financial model == Terminology == ...

...en Silver|title=Nineteen Papers on Algebraic Semigroups|publisher=American Mathematical Soc.|isbn=0-8218-3115-1|author=Evseev, A. E.|chapter=A survey of partial gr ...roup approach to partially ordered sets |journal=Proceedings of the London Mathematical Society |date=1972 |volume=3 |issue=1 |pages=46–58 |doi=10.1112/plms/s3-24. ...

==Terminology== ...s ''epitrochoid'' and ''hypotrochoid'' into a single concept to streamline mathematical exposition and remains consistent with the existing standard. ...

The OTH involves two mathematical curves. One represents the likelihood that a subgroup of a specific size wi ...that p and q are each equal to ½.<ref>Srikantan, K. S. (1968). "A Curious Mathematical Property." ''American Sociologist'', May. p.p. 154-155.</ref> Even if they ...

...try]], the '''relative canonical model''' of a [[singular variety]] of a [[mathematical object]] where <math>X</math> ...anonical model is independent of <math>Y</math>, most authors simplify the terminology, referring to it as the relative canonical model ''of '' <math>X</math> ra ...

...root-power quantity, the base of the logarithm is {{nowrap|1=''r'' = [[e (mathematical constant)|e]]}}. ...={{harvid|ANSI/ASA S1.1|2013}} |date=2013 |title=ANSI/ASA S1.1: Acoustical Terminology |volume=[[ANSI/ASA S1.1-2013]] |publisher=[[Acoustical Society of America]] ...

...ents. As described in the [[#Terminology|terminology section below]], the terminology for these properties is not uniform. This notion of "total" should not be c === Terminology === ...

{{Short description|Mathematical notation used in probability and statistics}} ...tatistics]] and [[continuum percolation theory]] and frequently serve as [[mathematical models]] of random phenomena, representable as points, in time, space or bo ...

==Other terminology: 21-point curve, 37-point curve== ...e journal |last1=B H Brown |title=The 21-point Cubic |journal=The American Mathematical Monthly |date=March 1925 |volume=35 |issue=3 |pages=110–115|doi=10.1080/000 ...

....org/details/newhorizonsgeome00apos|url-access=limited|date=2012|publisher=Mathematical Association of America|isbn=9780883853542|pages=[https://archive.org/detail ...

[[Category:Mathematical terminology]] ...

{{Short description|Mathematical concept for solving the Helmholtz equation}} The terminology -- both the limiting absorption principle and the limiting amplitude princi ...