Matches in DBpedia 2016-04 for { <http://dbpedia.org/resource/Non-standard_analysis> ?p ?o }
- Non-standard_analysis wikiPageWikiLinkText "Non-standard analysis#Invariant subspace problem".
- Non-standard_analysis wikiPageWikiLinkText "Nonstandard numbers".
- Non-standard_analysis wikiPageWikiLinkText "Nonstandard".
- Non-standard_analysis wikiPageWikiLinkText "infinitesimals".
- Non-standard_analysis wikiPageWikiLinkText "infinity".
- Non-standard_analysis wikiPageWikiLinkText "non-standard analysis".
- Non-standard_analysis wikiPageWikiLinkText "non-standard".
- Non-standard_analysis wikiPageWikiLinkText "nonstandard analysis".
- Non-standard_analysis wikiPageWikiLinkText "nonstandard models".
- Non-standard_analysis wikiPageWikiLinkText "nonstandard number".
- Non-standard_analysis wikiPageWikiLinkText "nonstandard".
- Non-standard_analysis wikiPageUsesTemplate Template:!.
- Non-standard_analysis wikiPageUsesTemplate Template:Authority_control.
- Non-standard_analysis wikiPageUsesTemplate Template:Infinitesimals.
- Non-standard_analysis wikiPageUsesTemplate Template:Main.
- Non-standard_analysis wikiPageUsesTemplate Template:Math.
- Non-standard_analysis wikiPageUsesTemplate Template:Multicol.
- Non-standard_analysis wikiPageUsesTemplate Template:Multicol-break.
- Non-standard_analysis wikiPageUsesTemplate Template:Multicol-end.
- Non-standard_analysis wikiPageUsesTemplate Template:Mvar.
- Non-standard_analysis wikiPageUsesTemplate Template:Reflist.
- Non-standard_analysis subject Category:Infinity.
- Non-standard_analysis subject Category:Mathematical_analysis.
- Non-standard_analysis subject Category:Non-standard_analysis.
- Non-standard_analysis subject Category:Real_closed_field.
- Non-standard_analysis type Field.
- Non-standard_analysis type Redirect.
- Non-standard_analysis type Thing.
- Non-standard_analysis type Concept.
- Non-standard_analysis comment "The history of calculus is fraught with philosophical debates about the meaning and logical validity of fluxions or infinitesimal numbers. The standard way to resolve these debates is to define the operations of calculus using epsilon–delta procedures rather than infinitesimals. Non-standard analysis instead reformulates the calculus using a logically rigorous notion of infinitesimal numbers.Non-standard analysis was originated in the early 1960s by the mathematician Abraham Robinson.".
- Non-standard_analysis label "Non-standard analysis".
- Non-standard_analysis sameAs Q1503766.
- Non-standard_analysis sameAs অনাদর্শ_বিশ্লেষণ.
- Non-standard_analysis sameAs Nichtstandardanalysis.
- Non-standard_analysis sameAs Analyse_non_standard.
- Non-standard_analysis sameAs אנליזה_לא_סטנדרטית.
- Non-standard_analysis sameAs Nestandardna_analiza.
- Non-standard_analysis sameAs Analisi_non_standard.
- Non-standard_analysis sameAs 超準解析.
- Non-standard_analysis sameAs 비표준_해석학.
- Non-standard_analysis sameAs Análise_não_padronizada.
- Non-standard_analysis sameAs m.05f__.
- Non-standard_analysis sameAs Нестандартный_анализ.
- Non-standard_analysis sameAs Icke-standardanalys.
- Non-standard_analysis sameAs Нестандартний_аналіз.
- Non-standard_analysis sameAs Q1503766.
- Non-standard_analysis sameAs 非标准分析.
- Non-standard_analysis wasDerivedFrom Non-standard_analysis?oldid=694136949.
- Non-standard_analysis depiction Gottfried_Wilhelm_von_Leibniz.jpg.
- Non-standard_analysis isPrimaryTopicOf Non-standard_analysis.