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- W2022720891 abstract "On considere deux aspects de la structure algebrique de #7B-M, l'espace des applications harmoniques d'un domaine a 2 dimensions simplement connexe dans un groupe de Lie reel G R , la forme reelle d'un groupe complexe G. On construit une representation du groupe boucle #7B-A(S 1 , G R ) sur #7B-M correspondant a l'algebre de Lie de KacMoody des deformations infinitesimales. On decrit l'action sur #7B-M et l'action d'un sous-groupe sur l'espace des applications harmoniques dans des gaussmanniens. Dans une seconde partie, on se restreint a une theorie qui s'applique seulement quand Ω est un domaine riemannien a 2 dimensions simplement connexe et le groupe est G R =U(N)" @default.
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- W2022720891 date "1989-01-01" @default.
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- W2022720891 title "Harmonic maps into Lie groups: classical solutions of the chiral model" @default.
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- W2022720891 doi "https://doi.org/10.4310/jdg/1214443286" @default.
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