Axiom A
In mathematics , Axiom A or Smale s Axiom A systems define certain types of dynamical system s that are particularly ... f M to M math satisfies Smale s Axiom A or that f is an Axiom A diffeomorphism if The nonwandering ..
Tychonoff axiom
In mathematics , a Tychnoff axiom may be the T sub 3 sub axiom that defines Tychonoff space s or any of the Tychonoff separation axioms . disambig ..
Axiom (disambiguation)
Wiktionary axiom An axiom is a self evident proposition in mathematics and epistemology. Axiom can also mean In music Axiom Australian band , a 1970s Australian rock band featuring Brian Cadd and Glenn ..
Action axiom
An action axiom is an axiom that embodies a criterion for recommending action. Action axioms are of the form ... analysis are based on the maximum expected utility MEU action axiom. In general, the principle for action ..
Axiom Telecom
History In 1997, Axiom Telecom was founded by an Emarati entrepreneur, Faisal Al Bannai, with four employees at the start of its operations. In 1999, Axiom became the official distributors for most of the prominent ..
Axiom stack Axiom Stack is a rapid development web application framework . With a core written in Java programming language Java , Axiom Stack applications are written completely in ECMAscript JavaScript . Philosophy ..
Axiom of pairing
In axiomatic set theory and the branches of logic , mathematics , and computer science that use it, the axiom of pairing is one of the axiom s of Zermelo Fraenkel set theory . Formal statement In the formal ..
Axiom of constructibility
The axiom of constructibility is a possible axiom for set theory in mathematics that asserts that every set is constructible set constructible . The axiom is usually written as V L , where V and L denote ..
Axiom of union
In axiomatic set theory and the branches of logic , mathematics , and computer science that use it, the axiom of union is one of the axiom s of Zermelo Fraenkel set theory , stating that, for any set x ..
Axiom independence
Basic Definition and Requirements An axiom P is independent if there is no other axiom Q such that Q ..., or to be able to replace an independent axiom to create a more concise system for example, the parallel ..
Axiom of regularity
In mathematics, the axiom of regularity also known as the axiom of foundation is one of the axioms of Zermelo Fraenkel set theory and was introduced by harvtxt von Neumann 1925 . In first order logic the axiom ..
Isuzu Axiom
Infobox Automobile image Image Isuzu Axiom.jpg 250px Isuzu Axiom name Isuzu Axiom manufacturer Subaru ... Short wheelbase assembly Lafayette, Indiana The Isuzu Axiom was an Sport Utility Vehicle SUV designed ..
Axiom of infinity
In axiomatic set theory and the branches of logic , mathematics , and computer science that use it, the axiom of infinity is one of the axiom s of Zermelo Fraenkel set theory . Formal statement In the formal ..
Pasch's axiom
In geometry , Pasch s axiom , is a result of plane geometry used by Euclid , but yet which cannot be derived from Euclid s postulates . Its axiomatic role was discovered by Moritz Pasch . The axiom states ..
Axiom (album)
Notability date August 2008 Infobox Album See Wikipedia WikiProject Albums Name Axiom Type Album Artist ... metal Length 43 56 Label Nocturnal Art Productions Candlelight Records Producer Ansur This album Axiom ..
Axiom of extensionality
In axiomatic set theory and the branches of logic , mathematics , and computer science that use it, the axiom of extensionality , or axiom of extension , is one of the axiom s of Zermelo Fraenkel set theory ..
Axiom: Overdrive
future game Gamecleanup date December 2007 Expand date November 2007 Infobox VG title Axiom Overdrive ... RP platforms Xbox 360 Xbox Live Arcade XBLA media Download Axiom Overdrive is an upcoming Xbox Live ..
Axiom S5 Axiom S5 is the distinctive axiom of the S5 modal logic S5 modal logic and states that if necessarily ... qualifier. That is, S5 discounts all but the final possibly or necessarily . The axiom is given ..
Jefferson's Axiom
to as Jefferson s Axiom . philately stub Category Thomas Jefferson ..
Beevor's axiom
Beevor s Axiom is the idea that the brain does not know muscle s, but only movements. This is important in predicting how muscles and muscle groups adapt to stressor s. The axiom is named after Charles ..
Axiom of choice
otheruses4 the mathematical concept the band named after it Axiom of Choice band In mathematics , the axiom of choice , or AC , is an axiom of set theory . Informally put, the axiom of choice says that given ..
Axiom of determinacy
The axiom of determinacy abbreviated as AD is an axiom in the language of set theory that is, one that makes ... Winning strategies winning Determinacy Strategies strategy . The axiom of determinacy is inconsistent ..
Axiom of Maria
Orphan date August 2008 Axiom of Maria is a mystical precept in alchemy where one becomes two, two becomes ... used the axiom as a metaphor for the process of individuation http en.wikipedia.org wiki Individuation ..
Axiom schema
In mathematical logic , an axiom schema generalizes the notion of axiom . An axiom schema is a well formed ... , an axiom schema stands for a countably infinite set of axioms. This set can usually be defined ..
Axiom of Equity
The Axiom of Equity was proposed by Samuel Clarke 1675 1729 , an English philosopher, in the spirit of the ethic ... the Theory of Good and Evil , restated the axiom as One man s good is of as much intrinsic worth ..
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