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11	Sur le h-principe pour les immersions coisotropes et les classes caractéristiques associées Chassé, Jean-Philippe 09 1900 (has links) No description available. Fibrés vectoriels symplectiques Topologie symplectique Classes caractéristiques h-principe Immersions isotropes Immersions coisotropes Symplectic vector bundle Symplectic topology Caracteristic classes h-principle Isotropic immersions Coisotropic immersions
12	Vektorinių sluoksniuočių tenzorinės struktūros / Tensor structures of vector bundles Loginova, Galina 22 June 2006 (has links) Vector bundles , which basic space is smooth n-dimensional space with affine connection, are exploring in this paper. It was proved that linear connection of such bundle defines affine connection, there were found curvature objects of these connections. It was also proved that linear connection induces inside almost product’s structure in bundle , there were explored integrable conditions of this structure and defined criterions on affine connections that are associated with these structures. Mathematics Beveik sandaugos struktūros Linear and affine connections Almost product’s structure Integruojamumo sąlygos Vektorinė sluoksniuotė Smooth manifold Tiesinė ir afinioji sietys Asocijuotos sietys Glodi daugdara Integrable conditions Vector bundle Associated connections
13	Hilbert-Kunz functions of surface rings of type ADE / Hilbert-Kunz Funktionen zweidimensionaler Ringe vom Typ ADE Brinkmann, Daniel 27 August 2013 (has links) We compute the Hilbert-Kunz functions of two-dimensional rings of type ADE by using representations of their indecomposable, maximal Cohen-Macaulay modules in terms of matrix factorizations, and as first syzygy modules of homogeneous ideals. Hilbert-Kunz ADE singularity maximal Cohen-Macaulay vector bundle Frobenius periodicity Hilbert-series syzygy module matrix factorization Fermat curve strongly semistable 31.51 - Algebraische Geometrie 31.23 - Ideale, Ringe, Moduln, Algebren ddc:510

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