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- Poncelet's_closure_theorem abstract "In geometry, Poncelet's porism (sometimes referred to as Poncelet's closure theorem), named after French engineer and mathematician Jean-Victor Poncelet, states the following: Let C and D be two plane conics. If it is possible to find, for a given n > 2, one n-sided polygon that is simultaneously inscribed in C and circumscribed around D (i.e., a bicentric polygon), then it is possible to find infinitely many of them.Poncelet's porism can be understood in terms of an elliptic curve.".
- Poncelet's_closure_theorem thumbnail PonceletPorism.gif?width=300.
- Poncelet's_closure_theorem wikiPageExternalLink PonceletsPorism.html.
- Poncelet's_closure_theorem wikiPageExternalLink poncelet3-exterior2.html.
- Poncelet's_closure_theorem wikiPageExternalLink poncelets-porism.
- Poncelet's_closure_theorem wikiPageExternalLink PonceletsPorism.html.
- Poncelet's_closure_theorem wikiPageExternalLink PonceletsPorismEllipseParabolaOrder3.html.
- Poncelet's_closure_theorem wikiPageExternalLink PonceletsPorismEllipsesOrder3.html.
- Poncelet's_closure_theorem wikiPageExternalLink PonceletsPorismTwoConicsOrder5.html.
- Poncelet's_closure_theorem wikiPageExternalLink PonceletsPorismTwoConicsOrder6.html.
- Poncelet's_closure_theorem wikiPageExternalLink webstart.
- Poncelet's_closure_theorem wikiPageID "2412120".
- Poncelet's_closure_theorem wikiPageRevisionID "587534681".
- Poncelet's_closure_theorem hasPhotoCollection Poncelet's_closure_theorem.
- Poncelet's_closure_theorem subject Category:Conic_sections.
- Poncelet's_closure_theorem subject Category:Elliptic_curves.
- Poncelet's_closure_theorem type Abstraction100002137.
- Poncelet's_closure_theorem type Attribute100024264.
- Poncelet's_closure_theorem type ConicSection113872975.
- Poncelet's_closure_theorem type ConicSections.
- Poncelet's_closure_theorem type Curve113867641.
- Poncelet's_closure_theorem type EllipticCurves.
- Poncelet's_closure_theorem type Figure113862780.
- Poncelet's_closure_theorem type Line113863771.
- Poncelet's_closure_theorem type PlaneFigure113863186.
- Poncelet's_closure_theorem type Shape100027807.
- Poncelet's_closure_theorem comment "In geometry, Poncelet's porism (sometimes referred to as Poncelet's closure theorem), named after French engineer and mathematician Jean-Victor Poncelet, states the following: Let C and D be two plane conics. If it is possible to find, for a given n > 2, one n-sided polygon that is simultaneously inscribed in C and circumscribed around D (i.e., a bicentric polygon), then it is possible to find infinitely many of them.Poncelet's porism can be understood in terms of an elliptic curve.".
- Poncelet's_closure_theorem label "Grand théorème de Poncelet".
- Poncelet's_closure_theorem label "Poncelet's closure theorem".
- Poncelet's_closure_theorem label "Schließungssatz von Poncelet".
- Poncelet's_closure_theorem label "Sluitingstheorema van Poncelet".
- Poncelet's_closure_theorem label "Цепь Понселе".
- Poncelet's_closure_theorem sameAs Schließungssatz_von_Poncelet.
- Poncelet's_closure_theorem sameAs Grand_théorème_de_Poncelet.
- Poncelet's_closure_theorem sameAs Sluitingstheorema_van_Poncelet.
- Poncelet's_closure_theorem sameAs m.07b869.
- Poncelet's_closure_theorem sameAs Q1785610.
- Poncelet's_closure_theorem sameAs Q1785610.
- Poncelet's_closure_theorem sameAs Poncelet's_closure_theorem.
- Poncelet's_closure_theorem wasDerivedFrom Poncelet's_closure_theorem?oldid=587534681.
- Poncelet's_closure_theorem depiction PonceletPorism.gif.
- Poncelet's_closure_theorem isPrimaryTopicOf Poncelet's_closure_theorem.
