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fundamental variety

См. также в других словарях:

  • Fundamental class — For the fundamental class in class field theory see class formation. In mathematics, the fundamental class is a homology class [M] associated to an oriented manifold M, which corresponds to the whole manifold , and pairing with which corresponds… …   Wikipedia

  • Variety (universal algebra) — This article is about a class of algebraic structures of the same signature. For the set of solutions to a system of polynomial equations, see Algebraic variety. In mathematics, specifically universal algebra, a variety of algebras is the class… …   Wikipedia

  • Fundamental ontology — The project of fundamental ontology appeared as a result of Heidegger s decision to re interpret phenomenology, which he had developed earlier in collaboration with his mentor Husserl, using a neat set of ontological categories. For this project… …   Wikipedia

  • fundamental colors — Color Col or (k[u^]l [ e]r), n. [Written also {colour}.] [OF. color, colur, colour, F. couleur, L. color; prob. akin to celare to conceal (the color taken as that which covers). See {Helmet}.] 1. A property depending on the relations of light to… …   The Collaborative International Dictionary of English

  • Algebraic variety — This article is about algebraic varieties. For the term a variety of algebras , and an explanation of the difference between a variety of algebras and an algebraic variety, see variety (universal algebra). The twisted cubic is a projective… …   Wikipedia

  • Étale fundamental group — The étale fundamental group is an analogue in algebraic geometry, for schemes, of the usual fundamental group of topological spaces.Topological analogueIn algebraic topology, the fundamental group :pi 1(T) of a connected topological space T is… …   Wikipedia

  • Abstract variety — In mathematics, in the field of algebraic geometry, the idea of abstract variety is to define a concept of algebraic variety in an intrinsic way. This followed the trend in the definition of manifold independent of any ambient space (Hassler… …   Wikipedia

  • Nigerien National Commission on Human Rights and Fundamental Liberties — Niger This article is part of the series: Politics and government of Niger Constitution President …   Wikipedia

  • Zariski's main theorem — In algebraic geometry, a field in mathematics, Zariski s main theorem, or Zariski s connectedness theorem, is a theorem proved by harvs|txt=yes|last=Zariski|year1=1943|year2=1949 which implies that fibers over normal points of birational… …   Wikipedia

  • Giuditta Pasta — Giuditta Angiola Maria Costanza Pasta (née Negri; October 26, 1797 April 1, 1865), born in Saronno, Italy, was a soprano considered among the greatest of opera singers, to whom the 20th century soprano Maria Callas was compared. tudies and… …   Wikipedia

  • Orlando J. Smith — (1842 1908) was an early 20th century American philosopher. Smith was an avowed agnostic who still sought to understand meaning as the ultimate intelligence would, if such existed. The sitter was born on June 14, 1842 in Terre Haute, Indiana. He… …   Wikipedia

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