Modèle de Segal pour les structures multifeuilletées.
Modèles minimaux pour les algèbres de chaines
Models for actions of certain groupoids
Modular invariant theory and the iterated total power operation
L'operazione coomologica totale iterata in coomologia ordinaria a coefficienti in ha una sua espressione a seconda della base fissata nell'algebra di Steenrod . Fissato un primo dispari, vengono qui calcolati i coefficienti dell'operazione totale doppia iterata quando si sceglie in la base dei monomi ammissibili. Si fornisce inoltre una dimostrazione alternativa di una versione normalizzata di un teorema di Mùi, ottenuta considerando una particolare successione di funzioni, in analogia al...
Modular invariant theory, homology operations, and the transfer between rings of invariants of parabolic subgroups
Modular Representations of GL (n, p), Splitting ...(...P...x...x---P...), and the ß-family as Framed Hypersurfaces.
Module derivations and cohomological splitting of adjoint bundles
Let G be a finite loop space such that the mod p cohomology of the classifying space BG is a polynomial algebra. We consider when the adjoint bundle associated with a G-bundle over M splits on mod p cohomology as an algebra. In the case p = 2, an obstruction for the adjoint bundle to admit such a splitting is found in the Hochschild homology concerning the mod 2 cohomologies of BG and M via a module derivation. Moreover the derivation tells us that the splitting is not compatible with the Steenrod...
Module d'holonomie d'une fibration
Modules de -bordisme. Couples exacts cohérents
Modules de -bordisme. -résolutions de complexes finis
Modules de SU-bordisme. Applications
Moduli spaces for fundamental groups and Link invariants derived from the lower central series.
Moduli spaces of covers and the Hurwitz monodromy group.
Modulo homotopy
Monomial bases in the mod- Steenrod algebra
In this paper we study sets of some special monomials which form bases for the mod- Steenrod algebra .
Monomorphisms and epimorphisms of inverse systems
Monotone-light factorization for Kan fibrations of simplicial sets with respect to groupoids.
Morava K-theory of Double Loop Spaces of Spheres.
More morphisms between bundle gerbes.
Morse index of a cyclic polygon
It is known that cyclic configurations of a planar polygonal linkage are critical points of the signed area function. In the paper we give an explicit formula of the Morse index for the signed area of a cyclic configuration. We show that it depends not only on the combinatorics of a cyclic configuration, but also on its metric properties.