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| Results 1 - 10 of about 24645 for the
Variety
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| Exact Match: Variety |
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Variety (linguistics) is a concept that includes for instance dialects , standard language and jargon . Variety (biology) is a recognised division of a species . See also subspecies . Variety (philately) is a term in stamp collecting. Variety (radio) is a format of radio programming. Variety is also the name of an entertainment business magazine . Variety show is...
http://www.allaboutall.info/article/Variety
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GARDEN VARIETYA band made up of three guys from Long Island who created two LPS and a bunch of 7" singles from 1991-1996. They were incredible and moved onto bands like RADIO 4, BLUETIP, HELL NO, VIC THRILL and RETISONIC.
http://www.allaboutall.info/article/Garden Variety
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In algebraic geometry , the function field of an algebraic variety V is the field of fractions of the ring of regular functions on V . The ring of regular functions on V , defined over a field K , is an integral domain if and only if the variety is irreducible, and in this case the field of fractions is defined. It is a field extension of the ground field K ; its transcendence...
http://www.allaboutall.info/article/Function field of an algebraic variety
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In mathematics , an abelian variety A defined over a field K is said to have CM-type if it has a large enough commutative subring in its endomorphism ring End ( A ). The terminology here is from complex multiplication theory, which was developed for elliptic curves in the nineteenth century . One of the major achievements in algebraic number theory and algebraic geometry...
http://www.allaboutall.info/article/Abelian variety of CM-type
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This article is about algebraic varieties. For varieties of algebras, and an explanation of the difference, see variety (universal algebra) . An affine algebraic variety is essentially the set of common zeroes of a set of polynomials, and is one of the central objects of study in classical (and to some extent, modern) algebraic geometry . Historically, the fundamental theorem...
http://www.allaboutall.info/article/Algebraic variety
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In mathematics , a rational variety is an algebraic variety , over a given field K , which is birationally equivalent to projective space of some dimension over K . This is a question on its function field : is it up to isomorphism the field of all rational functions for some set of indeterminates ? A rationality question asks whether a given field extension is rational...
http://www.allaboutall.info/article/Rational variety
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In mathematics , a Severi-Brauer variety over a field K is an algebraic variety V which becomes isomorphic to projective space over an algebraic closure of K . Examples are conic sections C : provided C is non-singular , it becomes isomorphic to the projective line over any extension field L over which C has a point defined. The name is for Francesco Severi and Richard...
http://www.allaboutall.info/article/Severi-Brauer variety
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The Barenaked Ladies Variety Show was the working title for a pilot that the popular Canadian band Barenaked Ladies recorded for the FOX network in late 2004 . One episode was shot in California , but the pilot was rejected and never aired on television. The show was to include live performances of their popular songs (such as One Week and Pinch Me) as well as sketches written and performed...
http://www.allaboutall.info/article/Barenaked Ladies Variety Show
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In mathematics, particularly in algebraic geometry , complex analysis and number theory , an abelian variety is a complex torus that can be embedded into projective space . Also it is used for the generalization of this concept studied in algebraic geometry over base fields more general than the complex numbers . One-dimensional abelian varieties are elliptic curves . Contents showTocToggle...
http://www.allaboutall.info/article/Abelian variety
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In universal algebra , a variety of algebras is the class of all algebraic structures of a given signature satisfying a given set of identities . Equivalently, a variety is a class of algebraic structures of the same signature which is closed under the taking of homomorphic images, subalgebras and cartesian products . A variety of algebras should not be confused with an algebraic...
http://www.allaboutall.info/article/Variety (universal algebra)
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