Equipe Algèbre Géométrie Topologie

Henri Paul De Saint - Gervais

Description

Bibliographie Equipe Algèbre, Géométrie, Topologie 2010 [1] Aubry, M. Hall basis of twisted Lie algebras. J. Algebraic Combin. 32, 2 (2010), 267–286. [2] Beauville, A. The action of SL2 on abelian varieties. J. Ramanujan Math. Soc. 25, 3 (2010), 253–263. [3] Beauville, A. Finite subgroups of PGL2(K). In Vector Bundles and Complex Geometry (2010), vol. 522 of Contemporary Mathematics, AMS, pp. 23–29. [4] Coppo, M.-A., and Candelpergher, B. The Arakawa-Kaneko zeta function. Ramanujan J. 22, 2 (2010), 153–162. [5] de Saint-Gervais (auteur collectif), H. P. Uniformisation des sur- faces de Riemann. ENS Éditions, Lyon, 2010. Retour sur un théorème centenaire. [A look back at a 100-year-old theorem], The name of Henri Paul de Saint-Gervais covers a group composed of fifteen mathematicians : Auré- lien Alvarez, Christophe Bavard, François Béguin, Nicolas Bergeron, Maxime Bourrigan, Bertrand Deroin, Sorin Dumitrescu, Charles Frances, Étienne Ghys, Antonin Guilloux, Frank Loray, Patrick Popescu-Pampu, Pierre Py, Bruno Sévennec, and Jean-Claude Sikorav.

• group action


• hyperbolic polynomials


• algebraic geom


• turán inequalities via very hyperbolic


• variable real


• sy- métries des structures géométriques

Sujets

• Université Grenoble-I
• Frances
• Bergeron
• Deroin
• Béguin
• Cambridge University
• Maximal
• Guilloux

Informations

• Publié par: pefav
• Nombre de lectures: 49

Extrait

Bibliographie

Equipe AlgÈbre, GÉomÉtrie, Topologie 2010

[1]Aubry, M.Hall basis of twisted Lie algebras.J. Algebraic Combin. 32, 2 (2010), 267–286. [2]Beauville, A.The action ofSL 2 on abelian varieties.J. Ramanujan Math. Soc. 25, 3 (2010), 253–263. [3]Beauville, A.Finite subgroups ofP GL 2 (K). InVector Bundles and Complex Geometry(2010), vol. 522 ofContemporary Mathematics, AMS, pp. 23–29. [4]Coppo, M.-A., and Candelpergher, B.The Arakawa-Kaneko zeta function.Ramanujan J. 22, 2 (2010), 153–162. [5]de Saint-Gervais (auteur collectif), H. P.Uniformisation des sur- faces de RiemannRetour sur un thorme. ENSÈditions, Lyon, 2010. centenaire. [A look back at a 100-year-old theorem], The name of Henri Paul de Saint-Gervais covers a group composed of fifteen mathematicians : Aur- lien Alvarez, Christophe Bavard, FranÇois Bguin, Nicolas Bergeron, Maxime Bourrigan, Bertrand Deroin, Sorin Dumitrescu, Charles Frances, Ètienne Ghys, Antonin Guilloux, Frank Loray, Patrick Popescu-Pampu, Pierre Py, Bruno Svennec, and Jean-Claude Sikorav. [6]Dimca, A.Characteristic varieties and logarithmic differential1-forms. Compos. Math. 146, 1 (2010), 129–144. [7]Dimca, A., and Szendrői, B.The Milnor fibre of the Pfaffian and the 3 Hilbert scheme of four points onC.Math. Res. Lett. 17, 2 (2010), 243–262. [8]Dumitrescu, S.Connexions affines et projectives sur les surfaces complexes compactes.Math. Z. 264, 2 (2010), 301–316. [9]Dumitrescu, S.Killing fields of holomorphic Cartan geometries.Monatsh. Math. 161, 2 (2010), 145–154. [10]Dumitrescu, S.On the geometry of rigid geometric structures. (Sur les sy- mtries des structures gomtriques rigides.). Proceedings of the Seminar on

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