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- Law_of_Continuity abstract "The Law of Continuity is a heuristic principle introduced by Gottfried Leibniz based on earlier work by Nicholas of Cusa and Johannes Kepler. It is the principle that "whatever succeeds for the finite, also succeeds for the infinite". Kepler used it to calculate the area of the circle by representing the latter as an infinite-sided polygon with infinitesimal sides, and adding the areas of infinitely many triangles with infinitesimal bases. Leibniz used the principle to extend concepts such as arithmetic operations, from ordinary numbers to infinitesimals, laying the groundwork for infinitesimal calculus. A mathematical implementation of the law of continuity is provided by the transfer principle in the context of the hyperreal numbers.".
- Law_of_Continuity wikiPageID "13908785".
- Law_of_Continuity wikiPageLength "2586".
- Law_of_Continuity wikiPageOutDegree "14".
- Law_of_Continuity wikiPageRevisionID "674845144".
- Law_of_Continuity wikiPageWikiLink Calculus.
- Law_of_Continuity wikiPageWikiLink Category:Gottfried_Leibniz.
- Law_of_Continuity wikiPageWikiLink Category:History_of_calculus.
- Law_of_Continuity wikiPageWikiLink Category:Infinity.
- Law_of_Continuity wikiPageWikiLink Category:Mathematics_of_infinitesimals.
- Law_of_Continuity wikiPageWikiLink Category:Non-standard_analysis.
- Law_of_Continuity wikiPageWikiLink Gottfried_Wilhelm_Leibniz.
- Law_of_Continuity wikiPageWikiLink Hyperreal_number.
- Law_of_Continuity wikiPageWikiLink Infinitesimal.
- Law_of_Continuity wikiPageWikiLink Infinitesimal_calculus.
- Law_of_Continuity wikiPageWikiLink Johannes_Kepler.
- Law_of_Continuity wikiPageWikiLink Nicholas_of_Cusa.
- Law_of_Continuity wikiPageWikiLink Pierre_Varignon.
- Law_of_Continuity wikiPageWikiLink Transcendental_Law_of_Homogeneity.
- Law_of_Continuity wikiPageWikiLink Transcendental_law_of_homogeneity.
- Law_of_Continuity wikiPageWikiLink Transfer_principle.
- Law_of_Continuity wikiPageWikiLinkText "Law of Continuity".
- Law_of_Continuity wikiPageWikiLinkText "Law or Principle of Continuity".
- Law_of_Continuity hasPhotoCollection Law_of_Continuity.
- Law_of_Continuity wikiPageUsesTemplate Template:Gottfried_Wilhelm_Leibniz.
- Law_of_Continuity wikiPageUsesTemplate Template:Infinitesimals.
- Law_of_Continuity wikiPageUsesTemplate Template:Redirects.
- Law_of_Continuity wikiPageUsesTemplate Template:Reflist.
- Law_of_Continuity subject Category:Gottfried_Leibniz.
- Law_of_Continuity subject Category:History_of_calculus.
- Law_of_Continuity subject Category:Infinity.
- Law_of_Continuity subject Category:Mathematics_of_infinitesimals.
- Law_of_Continuity subject Category:Non-standard_analysis.
- Law_of_Continuity hypernym Principle.
- Law_of_Continuity type Airline.
- Law_of_Continuity type Philosopher.
- Law_of_Continuity type Scientist.
- Law_of_Continuity type Writer.
- Law_of_Continuity type Field.
- Law_of_Continuity type Philosopher.
- Law_of_Continuity type Rationalist.
- Law_of_Continuity type Scientist.
- Law_of_Continuity type Writer.
- Law_of_Continuity comment "The Law of Continuity is a heuristic principle introduced by Gottfried Leibniz based on earlier work by Nicholas of Cusa and Johannes Kepler. It is the principle that "whatever succeeds for the finite, also succeeds for the infinite". Kepler used it to calculate the area of the circle by representing the latter as an infinite-sided polygon with infinitesimal sides, and adding the areas of infinitely many triangles with infinitesimal bases.".
- Law_of_Continuity label "Law of Continuity".
- Law_of_Continuity sameAs অবিচ্ছিন্নতার_নীতি.
- Law_of_Continuity sameAs m.0glsbv_.
- Law_of_Continuity sameAs Q11108587.
- Law_of_Continuity sameAs Q11108587.
- Law_of_Continuity wasDerivedFrom Law_of_Continuity?oldid=674845144.
- Law_of_Continuity isPrimaryTopicOf Law_of_Continuity.