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- Painlevé_transcendents abstract "In mathematics, Painlevé transcendents are solutions to certain nonlinear second-order ordinary differential equations in the complex plane with the Painlevé property (the only movable singularities are poles), but which are not generally solvable in terms of elementary functions. They were discovered by Paul Painlevé (1900, 1902), who later became the French prime minister.".
- Painlevé_transcendents thumbnail PainleveTypeI.svg?width=300.
- Painlevé_transcendents wikiPageID "2033003".
- Painlevé_transcendents wikiPageRevisionID "582537318".
- Painlevé_transcendents alt "Painlevé transcendent of the first type".
- Painlevé_transcendents alt "Painlevé transcendent of the second type".
- Painlevé_transcendents alt "Painlevé transcendent of the third type".
- Painlevé_transcendents direction "vertical".
- Painlevé_transcendents first "M. J.".
- Painlevé_transcendents first "M.".
- Painlevé_transcendents first "N.Kh.".
- Painlevé_transcendents first "P. A.".
- Painlevé_transcendents id "32".
- Painlevé_transcendents id "P/p071080".
- Painlevé_transcendents id "p/p110040".
- Painlevé_transcendents image "PainleveTypeI.svg".
- Painlevé_transcendents image "PainleveTypeII.svg".
- Painlevé_transcendents image "PainleveTypeIII.svg".
- Painlevé_transcendents isbn "978".
- Painlevé_transcendents last "Ablowitz".
- Painlevé_transcendents last "Boutroux".
- Painlevé_transcendents last "Clarkson".
- Painlevé_transcendents last "Rozov".
- Painlevé_transcendents mr "1149378".
- Painlevé_transcendents publisher Cambridge_University_Press.
- Painlevé_transcendents series "London Mathematical Society Lecture Note Series".
- Painlevé_transcendents title "Painleve Property".
- Painlevé_transcendents title "Painleve Transcendents".
- Painlevé_transcendents title "Painlevé equation".
- Painlevé_transcendents title "Painlevé-type equations".
- Painlevé_transcendents title "Solitons, nonlinear evolution equations and inverse scattering".
- Painlevé_transcendents urlname "PainleveProperty".
- Painlevé_transcendents urlname "PainleveTranscendents".
- Painlevé_transcendents volume "149".
- Painlevé_transcendents width "240".
- Painlevé_transcendents year "1913".
- Painlevé_transcendents year "1914".
- Painlevé_transcendents year "1991".
- Painlevé_transcendents subject Category:Ordinary_differential_equations.
- Painlevé_transcendents subject Category:Special_functions.
- Painlevé_transcendents comment "In mathematics, Painlevé transcendents are solutions to certain nonlinear second-order ordinary differential equations in the complex plane with the Painlevé property (the only movable singularities are poles), but which are not generally solvable in terms of elementary functions. They were discovered by Paul Painlevé (1900, 1902), who later became the French prime minister.".
- Painlevé_transcendents label "Painlevé transcendents".
- Painlevé_transcendents label "Painlevé-eigenschap".
- Painlevé_transcendents label "パンルヴェ方程式".
- Painlevé_transcendents sameAs Painlev%C3%A9_transcendents.
- Painlevé_transcendents sameAs パンルヴェ方程式.
- Painlevé_transcendents sameAs 팽르베_방정식.
- Painlevé_transcendents sameAs Painlevé-eigenschap.
- Painlevé_transcendents sameAs Q907724.
- Painlevé_transcendents sameAs Q907724.
- Painlevé_transcendents wasDerivedFrom Painlevé_transcendents?oldid=582537318.
- Painlevé_transcendents depiction PainleveTypeI.svg.
