sheaf of groups

  • 111Copies by Vincent van Gogh — Main article: Vincent van Gogh Noon Rest from Work (after Millet) Artist Vincent van Gogh Year 1890 Type Oil on canvas …

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  • 112Dalmore House and Estate — Dalmore House Dalmore House in the 19th Century …

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  • 113Motorpoint Arena Sheffield — Former names Sheffie …

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  • 114Direct limit — In mathematics, a direct limit (also called inductive limit) is a colimit of a directed family of objects . We will first give the definition for algebraic structures like groups and modules, and then the general definition which can be used in… …

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  • 115Algebraic stack — In algebraic geometry, an algebraic stack is a concept introduced to generalize algebraic varieties, schemes, and algebraic spaces. They were originally proposed in a 1969 paper[1] by Pierre Deligne and David Mumford to define the (fine) moduli… …

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  • 116List of mathematics articles (P) — NOTOC P P = NP problem P adic analysis P adic number P adic order P compact group P group P² irreducible P Laplacian P matrix P rep P value P vector P y method Pacific Journal of Mathematics Package merge algorithm Packed storage matrix Packing… …

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  • 117Grothendieck spectral sequence — In mathematics, in the field of homological algebra, the Grothendieck spectral sequence is a technique that allows one to compute the derived functors of the composition of two functors Gcirc F, from knowledge of the derived functors of F and G… …

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  • 118Edlington — This article is about the village in South Yorkshire. See also Edlington, Lincolnshire. Coordinates: 53°28′N 1°12′W / 53.46°N 1.20°W / 53.46; 1.20 …

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  • 119Substratum in Vedic Sanskrit — Vedic Sanskrit has a number of linguistic features which are alien to most other Indo European languages. Prominent examples include: phonologically, the introduction of retroflexes, which alternate with dentals; morphologically, the formation of …

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  • 120Flat topology — In mathematics, the flat topology is a Grothendieck topology used in algebraic geometry. It is used to define the theory of flat cohomology; it also has played a fundamental role in the theory of descent (faithfully flat descent). [… …

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