A note on Kieboom's pullback theorem for cofibrations

Using, on the one side, a general result in linear algebra due to Klingenberg (see [Kli54]) and on the other side, a theorem on the holonomy of pseudo-Riemannian ma- nifolds

ment : every surface over a field k , which over an algebraic closure of k becomes isomorphic to the projective plane with four points in general position blown-up,

Nous construisons cette suite et demontrons sa convergence par les methodes de Nash et Moser.. Pour Ie probleme linearise nous utilisons les operateurs construits

Then the abstract version of the gluing theorem generalizes in two ways from closed cofibrations in the topological case to h-cofibrations in the abstract case. In

Toute utilisation commerciale ou impression systématique est constitutive d’une infrac- tion pénale.. Toute copie ou impression de ce fichier doit contenir la présente mention

[7] Chunhui Lai, A lower bound for the number of edges in a graph containing no two cycles of the same length, The Electronic J. Yuster, Covering non-uniform hypergraphs

We remark that the proofs of the weak form and strong form of Theorem 1.4 are completely parallel, except that we will apply a stronger T -equation estimate (Lemma 2.14) than the

Wang, Error analysis of the semi-discrete local discontinuous Galerkin method for compressible miscible displacement problem in porous media, Applied Mathematics and Computation,