About: Leray spectral sequence

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In mathematics, the Leray spectral sequence was a pioneering example in homological algebra, introduced in 1946 by Jean Leray. It is usually seen nowadays as a special case of the Grothendieck spectral sequence.

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rdfs:label	Leray-Spektralsequenz (de) Leray spectral sequence (en) 르레 스펙트럼 열 (ko)
rdfs:comment	In der Mathematik ist die Leray-Spektralsequenz ein Hilfsmittel zur Berechnung der Garbenkohomologie. (de) In mathematics, the Leray spectral sequence was a pioneering example in homological algebra, introduced in 1946 by Jean Leray. It is usually seen nowadays as a special case of the Grothendieck spectral sequence. (en) 층 이론에서, 르레 스펙트럼 열(Leray spectrum列, 영어: Leray spectral sequence)은 층 코호몰로지를 그 직상의 층 코호몰로지로부터 계산하는 스펙트럼 열이다. 세르 스펙트럼 열(Serre spectrum列, 영어: Serre spectral sequence)은 세르 올뭉치에 대한, 층 코호몰로지가 단순히 특이 코호몰로지가 되는, 르레 스펙트럼 열의 특수한 경우이다. (ko)
dcterms:subject	Spectral sequences Continuous mappings Sheaf theory
Wikipage page ID	5174983 (xsd:integer)
Wikipage revision ID	1066802080 (xsd:integer)
Link from a Wikipage to another Wikipage	Path space fibration De Rham cohomology Derived category Derived functor Künneth theorem Mathematics Encyclopedia of Mathematics Left exact functor Functor Stacks Project Acyclic object Spectral sequences Alexander Grothendieck Alexander–Spanier cohomology Fiber bundle Abelian categories Lefschetz hyperplane theorem Simply connected space Proper map Henri Cartan Jean-Pierre Serre Jean Leray Hurewicz theorem Hyperhomology Continuous mappings Sheaf theory K3 surface Support (mathematics) Homological algebra Mixed Hodge module Differentiable manifold Differential graded algebra Pierre Deligne Spectral sequence Grothendieck spectral sequence Enough injectives Injective object Sheaf (mathematics) Picard–Lefschetz theory Serre spectral sequence Čech complex Fine sheaf Smooth manifolds De Rham complex
Link from a Wikipage to an external page	https://stacks.math.columbia.edu/tag/01EY https://encyclopediaofmath.org/wiki/Leray_spectral_sequence
sameAs	Leray spectral sequence Leray spectral sequence Leray spectral sequence Leray spectral sequence Leray spectral sequence Leray spectral sequence
dbp:wikiPageUsesTemplate	dbt:Mvar dbt:Rp dbt:Val
has abstract	In der Mathematik ist die Leray-Spektralsequenz ein Hilfsmittel zur Berechnung der Garbenkohomologie. (de) In mathematics, the Leray spectral sequence was a pioneering example in homological algebra, introduced in 1946 by Jean Leray. It is usually seen nowadays as a special case of the Grothendieck spectral sequence. (en) 층 이론에서, 르레 스펙트럼 열(Leray spectrum列, 영어: Leray spectral sequence)은 층 코호몰로지를 그 직상의 층 코호몰로지로부터 계산하는 스펙트럼 열이다. 세르 스펙트럼 열(Serre spectrum列, 영어: Serre spectral sequence)은 세르 올뭉치에 대한, 층 코호몰로지가 단순히 특이 코호몰로지가 되는, 르레 스펙트럼 열의 특수한 경우이다. (ko)
gold:hypernym	Example
prov:wasDerivedFrom	wikipedia-en:Leray_spectral_sequence?oldid=1066802080&ns=0
page length (characters) of wiki page	13147 (xsd:nonNegativeInteger)
foaf:isPrimaryTopicOf	wikipedia-en:Leray_spectral_sequence
is Link from a Wikipage to another Wikipage of	Injective sheaf Penrose transform Morphism of algebraic varieties Leray–Hirsch theorem Weil conjectures Local system Good cover (algebraic topology) Jean Leray Eilenberg–MacLane space Spectral sequence Grothendieck spectral sequence Sheaf (mathematics) Sheaf cohomology Serre spectral sequence
is known for of	Jean Leray

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