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• Jacobi_elliptic_functions abstract "In mathematics, the Jacobi elliptic functions are a set of basic elliptic functions, and auxiliary theta functions, that are of historical importance. Many of their features show up in important structures and have direct relevance to some applications (e.g. the equation of a pendulum—also see pendulum (mathematics)). They also have useful analogies to the functions of trigonometry, as indicated by the matching notation sn for sin. The Jacobi elliptic functions are used more often in practical problems than the Weierstrass elliptic functions as they do not require notions of complex analysis to be defined and/or understood. They were introduced by Carl Gustav Jakob Jacobi (1829).".
• Jacobi_elliptic_functions thumbnail JacobiFunctionAbstract.png?width=300.
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• Jacobi_elliptic_functions wikiPageWikiLink A_Course_of_Modern_Analysis.
• Jacobi_elliptic_functions wikiPageWikiLink Alfred_Cardew_Dixon.
• Jacobi_elliptic_functions wikiPageWikiLink Alfred_George_Greenhill.
• Jacobi_elliptic_functions wikiPageWikiLink Angular_eccentricity.
• Jacobi_elliptic_functions wikiPageWikiLink Carlson_symmetric_form.
• Jacobi_elliptic_functions wikiPageWikiLink Category:Elliptic_functions.
• Jacobi_elliptic_functions wikiPageWikiLink Christoph_Gudermann.
• Jacobi_elliptic_functions wikiPageWikiLink Complex_plane.
• Jacobi_elliptic_functions wikiPageWikiLink Derivative.
• Jacobi_elliptic_functions wikiPageWikiLink E._T._Whittaker.
• Jacobi_elliptic_functions wikiPageWikiLink Elliptic_curve.
• Jacobi_elliptic_functions wikiPageWikiLink Elliptic_function.
• Jacobi_elliptic_functions wikiPageWikiLink Elliptic_integral.
• Jacobi_elliptic_functions wikiPageWikiLink G._N._Watson.
• Jacobi_elliptic_functions wikiPageWikiLink Inverse_trigonometric_functions.
• Jacobi_elliptic_functions wikiPageWikiLink J-invariant.
• Jacobi_elliptic_functions wikiPageWikiLink James_Whitbread_Lee_Glaisher.
• Jacobi_elliptic_functions wikiPageWikiLink Lagrange_inversion_theorem.
• Jacobi_elliptic_functions wikiPageWikiLink Lambert_series.
• Jacobi_elliptic_functions wikiPageWikiLink Map_projection.
• Jacobi_elliptic_functions wikiPageWikiLink Mathematics.
• Jacobi_elliptic_functions wikiPageWikiLink Meromorphic_function.
• Jacobi_elliptic_functions wikiPageWikiLink Naum_Akhiezer.
• Jacobi_elliptic_functions wikiPageWikiLink Nome_(mathematics).
• Jacobi_elliptic_functions wikiPageWikiLink Ordinary_differential_equation.
• Jacobi_elliptic_functions wikiPageWikiLink Paul_Émile_Appell.
• Jacobi_elliptic_functions wikiPageWikiLink Peirce_quincuncial_projection.
• Jacobi_elliptic_functions wikiPageWikiLink Pendulum.
• Jacobi_elliptic_functions wikiPageWikiLink Pendulum_(mathematics).
• Jacobi_elliptic_functions wikiPageWikiLink Power_series.
• Jacobi_elliptic_functions wikiPageWikiLink Quadric.
• Jacobi_elliptic_functions wikiPageWikiLink Quarter_period.
• Jacobi_elliptic_functions wikiPageWikiLink Ramanujan_theta_function.
• Jacobi_elliptic_functions wikiPageWikiLink Schwarz–Christoffel_mapping.
• Jacobi_elliptic_functions wikiPageWikiLink Theta_function.
• Jacobi_elliptic_functions wikiPageWikiLink Trigonometry.
• Jacobi_elliptic_functions wikiPageWikiLink Weierstrasss_elliptic_functions.
• Jacobi_elliptic_functions wikiPageWikiLink File:Cn-k-08.png.
• Jacobi_elliptic_functions wikiPageWikiLink File:Dn-k-08.png.
• Jacobi_elliptic_functions wikiPageWikiLink File:JacobiFunctionAbstract.png.
• Jacobi_elliptic_functions wikiPageWikiLink File:Modell_der_elliptischen_Funktion_φ=am_(u,_k)_durch_eine_Fläche_-Schilling_V,_1_-_317-.jpg.
• Jacobi_elliptic_functions wikiPageWikiLink File:Sc-k-08.png.
• Jacobi_elliptic_functions wikiPageWikiLink File:Sn-k-08.png.
• Jacobi_elliptic_functions wikiPageWikiLinkText "Jacobi elliptic cosine function".
• Jacobi_elliptic_functions wikiPageWikiLinkText "Jacobi elliptic functions".
• Jacobi_elliptic_functions wikiPageWikiLinkText "Jacobian Elliptic Function Tables".
• Jacobi_elliptic_functions authorlink "Carl Gustav Jakob Jacobi".
• Jacobi_elliptic_functions first "Carl Gustav Jakob".
• Jacobi_elliptic_functions first "Peter L.".
• Jacobi_elliptic_functions first "William P.".
• Jacobi_elliptic_functions id "22".
• Jacobi_elliptic_functions id "p/j054050".
• Jacobi_elliptic_functions last "Jacobi".
• Jacobi_elliptic_functions last "Reinhardt".
• Jacobi_elliptic_functions last "Walker".
• Jacobi_elliptic_functions title "Jacobi elliptic functions".
• Jacobi_elliptic_functions title "Jacobian Elliptic Functions".
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• Jacobi_elliptic_functions year "1829".
• Jacobi_elliptic_functions subject Category:Elliptic_functions.
• Jacobi_elliptic_functions hypernym Set.
• Jacobi_elliptic_functions type Type.
• Jacobi_elliptic_functions type Function.
• Jacobi_elliptic_functions type Type.
• Jacobi_elliptic_functions comment "In mathematics, the Jacobi elliptic functions are a set of basic elliptic functions, and auxiliary theta functions, that are of historical importance. Many of their features show up in important structures and have direct relevance to some applications (e.g. the equation of a pendulum—also see pendulum (mathematics)). They also have useful analogies to the functions of trigonometry, as indicated by the matching notation sn for sin.".
• Jacobi_elliptic_functions label "Jacobi elliptic functions".
• Jacobi_elliptic_functions sameAs Q1473526.
• Jacobi_elliptic_functions sameAs Funcions_el·líptiques_de_Jacobi.
• Jacobi_elliptic_functions sameAs Jacobiho_eliptické_funkce.
• Jacobi_elliptic_functions sameAs Jacobische_elliptische_Funktion.
• Jacobi_elliptic_functions sameAs Función_elíptica_de_Jacobi.
• Jacobi_elliptic_functions sameAs Jacobin_elliptiset_funktiot.
• Jacobi_elliptic_functions sameAs Fonction_elliptique_de_Jacobi.
• Jacobi_elliptic_functions sameAs Funzioni_ellittiche_di_Jacobi.

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