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Using the approach suggested in [2] we present below a sufficient condition guaranteeing that two collections of patterns of permutations have the same exponential generating functions for the number...
We show that Brin’s generalisations 2V and 3V of the Thompson-Higman group V are of type FP1. Our methods also give a new proof that both groups are finitely presented.
In this note, we present a version of Kim’s non-abelian cohomology [4] which appears to be well suited to computations with motivic Galois groups. Whereas Kim considers extensions of a profinite group...
We consider an irreducible Anosov automorphism L of a torus Td such that no three eigenvalues have the same modulus. We show that L is locally rigid, that is, L is C1+H¨older conjugate to any C1-small...
The design of a scheduling scheme is crucial for the efficiency and user-fairness of wireless networks. Assuming that the quality of all user channels is available to a central controller, a simple s...
I give a proof of the semisimplicity of the action of the geometric frobenius on etale cohomology. The proof is based on [MGM10] and on the Weil Conjectures, ie on the Riemann Hypothesis for non singu...
In the first part of this paper, we prove the existence of torsion free covers in the category of representations of quivers, (Q,R-Mod),for a wide class of quivers included in the class of the so-cal...
Let A = (aij)n×n be an invertible matrix and A−1 =(aij )n×n be the inverse of A. In this paper.
The objects of interest in this thesis are classifying spaces EFG for discrete groups G with stabilisers in a given family F of subgroups of G. The main focus of this thesis lies in the family Fvc(G) ...
We investigate how Viro’s integral calculus applies for the study of the topology of stable maps. We also discuss several applications to Morin maps and complex maps.
Notes on Cohomology           2010/12/3
Galois cohomology is a fundamental tool for the classification of certain algebraic structures. To be precise, let k be a field, G a linear algebraic group acting on a space V , both defined over k. I...
Let R be a commutative Noetherian ring and M a finitely generated R-module. We show in this paper that.
We show that for every symmetric space G=K of compact type with K connected, the K-action on G=K by left translations is equivariantly formal.
Let X be a compact connected Riemann surface of genus at least two. Let r be a prime number and  −→ X a holomorphic line bundle such that r is not a divisor of degree(). LetM(r) denote the mo...
In this paper, we propose a cross-layer scheduling algorithm that achieves a throughput “ǫ-close” to the optimal throughput in multi-hop wireless networks with a tradeoff of O( 1 ǫ ) in del...

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