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Sur les automorphismes affines des ouverts convexes saillants. (French) Zbl 0206.51302


MSC:

52A01 Axiomatic and generalized convexity
52A05 Convex sets without dimension restrictions (aspects of convex geometry)
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References:

[1] N. Bourbaki : Algèbre , chapitre 8. · Zbl 0455.18010
[2] N. Bourbaki : Espaces vectoriels topologiques , chapitre 3. · Zbl 0042.35302
[3] H. Busemann and P. Kelly : Projective geometry and projective metrics , Academic Press , 1953 . MR 54980 | Zbl 0052.37305 · Zbl 0052.37305
[4] F. Kamber and P. Tondeur : Flat manifolds , Springer , Lecture notes . MR 238342 | Zbl 0169.55002 · Zbl 0169.55002 · doi:10.1007/BFb0076909
[5] M. Koecher : Positivitätsbereiche in Rn: American Journal of Mathematics , 79 ( 1957 ) p. 575 - 596 . MR 90771 | Zbl 0078.01205 · Zbl 0078.01205 · doi:10.2307/2372563
[6] J.L. Koszul : Sous-groupes discrets des groupes de transformations affines admettant une trajectoire convexe , Comptes-rendus de l’Académie des Sciences , n^\circ 259 , p. 3675 - 3677 . MR 169955 | Zbl 0156.43104 · Zbl 0156.43104
[7] J.L. Koszul : Trajectoires convexes de groupes affines unimodulaires. Essays on Topology and Related Topics ; Springer 1970 ; p. 105 - 110 . MR 283130 | Zbl 0213.36002 · Zbl 0213.36002
[8] E.B. Vinberg : Homogeneous Cones , Translations of the Moscow Mathematical Society n^\circ 12 ( 1963 ) p. 340 - 403 . MR 158414 | Zbl 0138.43301 · Zbl 0138.43301
[9] J. Vey : Sur les automorphismes affines des ouverts convexes des espaces numériques , Comptes rendus de l’Académie des Sciences , t. 270 , p. 249 - 251 . MR 271839 | Zbl 0186.55701 · Zbl 0186.55701
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