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Uintell Mathematics Encyclopedia
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8658entities
10281articles
64071typed relations
1571taxonomy nodes
45444citation edges
6776classifications
Selected entity
Grothendieck topology
concept
1 articles
8 citations
10 shown relations
URL: http://encyclopediaofmath.org/index.php?title=Grothendieck_topology&oldid=17748
Taxonomy path
AlgebraMathematics / Algebramethod: keyword_rule - confidence: 0.68suggested
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Child concepts
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Dependencies
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Theorems and methods
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Articles
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Formal proofs
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Provenance and confidence
discussesarticle:eom--grothendieck-topology--079b3c1ec1 -> concept:grothendieck-topologyconfidence: 1.00 - provenance: encyclopedia_of_mathematicsconfirmed
citesconcept:grothendieck-topology -> concept:sheafconfidence: 1.00 - provenance: article link extractionreviewed
citesconcept:grothendieck-topology -> concept:siteconfidence: 1.00 - provenance: article link extractionreviewed
citesconcept:grothendieck-topology -> concept:categoryconfidence: 1.00 - provenance: article link extractionreviewed
citesconcept:homotopy-type-of-a-topological-category -> concept:grothendieck-topologyconfidence: 1.00 - provenance: article backlink extractionreviewed
citesconcept:principal-homogeneous-space -> concept:grothendieck-topologyconfidence: 1.00 - provenance: article backlink extractionreviewed
citesconcept:principal-g-object -> concept:grothendieck-topologyconfidence: 1.00 - provenance: article backlink extractionreviewed
citesconcept:picard-scheme -> concept:grothendieck-topologyconfidence: 1.00 - provenance: article backlink extractionreviewed
citesconcept:site -> concept:grothendieck-topologyconfidence: 1.00 - provenance: article backlink extractionreviewed
subcategory_ofconcept:grothendieck-topology -> topic:algebraconfidence: 0.68 - provenance: keyword_rule classificationsuggested
Supported entity types include domain, subdomain, theory, concept, definition, theorem, conjecture, method, algorithm, problem, article, author, journal, dataset, and formal proof. The current import populates concepts, topics, articles, citations, source descriptions, and suggested classifications. Missing relation families are shown as empty instead of invented. See the Encyclopedia of Mathematics licensing notice.