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- Grünwald–Letnikov_derivative abstract "In mathematics, the Grünwald–Letnikov derivative is a basic extension of the derivative in fractional calculus that allows one to take the derivative a non-integer number of times. It was introduced by Anton Karl Grünwald (1838–1920) from Prague, in 1867, and by Aleksey Vasilievich Letnikov (1837–1888) in Moscow in 1868.".
- Grünwald–Letnikov_derivative wikiPageID "400711".
- Grünwald–Letnikov_derivative wikiPageLength "3010".
- Grünwald–Letnikov_derivative wikiPageOutDegree "10".
- Grünwald–Letnikov_derivative wikiPageRevisionID "580087573".
- Grünwald–Letnikov_derivative wikiPageWikiLink Aleksey_Letnikov.
- Grünwald–Letnikov_derivative wikiPageWikiLink Anton_Karl_Grünwald.
- Grünwald–Letnikov_derivative wikiPageWikiLink Binomial_coefficient.
- Grünwald–Letnikov_derivative wikiPageWikiLink Category:Fractional_calculus.
- Grünwald–Letnikov_derivative wikiPageWikiLink Derivative.
- Grünwald–Letnikov_derivative wikiPageWikiLink Fractional_calculus.
- Grünwald–Letnikov_derivative wikiPageWikiLink Mathematics.
- Grünwald–Letnikov_derivative wikiPageWikiLink Mean_value_theorem.
- Grünwald–Letnikov_derivative wikiPageWikiLink Moscow.
- Grünwald–Letnikov_derivative wikiPageWikiLink Prague.
- Grünwald–Letnikov_derivative wikiPageWikiLinkText "Grünwald–Letnikov derivative".
- Grünwald–Letnikov_derivative hasPhotoCollection Grünwald–Letnikov_derivative.
- Grünwald–Letnikov_derivative wikiPageUsesTemplate Template:Refimprove.
- Grünwald–Letnikov_derivative subject Category:Fractional_calculus.
- Grünwald–Letnikov_derivative comment "In mathematics, the Grünwald–Letnikov derivative is a basic extension of the derivative in fractional calculus that allows one to take the derivative a non-integer number of times. It was introduced by Anton Karl Grünwald (1838–1920) from Prague, in 1867, and by Aleksey Vasilievich Letnikov (1837–1888) in Moscow in 1868.".
- Grünwald–Letnikov_derivative label "Grünwald–Letnikov derivative".
- Grünwald–Letnikov_derivative sameAs m.023v1z.
- Grünwald–Letnikov_derivative sameAs Дифферинтеграл_Грюнвальда_—_Летникова.
- Grünwald–Letnikov_derivative sameAs Q4162531.
- Grünwald–Letnikov_derivative sameAs Q4162531.
- Grünwald–Letnikov_derivative wasDerivedFrom Grünwald–Letnikov_derivative?oldid=580087573.
- Grünwald–Letnikov_derivative isPrimaryTopicOf Grünwald–Letnikov_derivative.