Now showing items 46-65 of 209

• #### Continuous division of differential operators ﻿ [Article]

(Association des Annales de l'Institut Fourier, 2001)
In this paper, we give a new proof of the continuity of division by differential operators with analytic coefficients, originally proved by Mebkhout and the second author. Our methods come from the proof of the Constant ...
• #### Continuous division of linear differential operators and faithful flatness of D∞X over DX ﻿ [Article]

(Société Mathématique de France, 2004)
In these notes we prove the faithful flatness of the sheaf of infinite order linear differential operators over the sheaf of finite order linear differential operators on a complex analytic manifold. We give the ...
• #### Correspondance de Howe explicite: paires duales de type II ﻿ [Article]

(Société Mathématique de France, 2008)
Dans cet article, nous proposons une nouvelle méthode pour démontrer la bijectivité de la correspondance de Howe pour les paires duales du type (GLn, GLm) sur un corps F localement compact non archimédien. La preuve est ...
• #### Correspondance de Jacquet-Langlands locale et congruences modulo l ﻿ [Article]

(Springer, 2017-05)
Let F be a non-Archimedean local field of residual characteristic p, and be a prime number different from p. We consider the local Jacquet-Langlands correspondence between -adic discrete series of GLn(F) and an inner form ...
• #### Cylinders for non-symmetric DG-operads via homological perturbation theory ﻿ [Article]

(Elsevier, 2016-09)
We construct small cylinders for cellular non-symmetric DG-operads over an arbitrary commutative ring by using the basic perturbation lemma from homological algebra. We show that our construction, applied to the A-infinity ...
• #### Decomposing Jacobians of curves over finite fields in the absence of algebraic structure ﻿ [Article]

(Elsevier, 2015-11)
We consider the issue of when the L-polynomial of one curve over Fq divides the L-polynomial of another curve. We prove a theorem which shows that divisibility follows from a hypothesis that two curves have the same number ...
• #### Dual Garside structure and reducibility of braids ﻿ [Article]

(Elsevier, 2012-04-15)
Benardete, Gutierrez and Nitecki showed an important result which relates the geometrical properties of a braid, as a homeomorphism of the punctured disk, to its algebraic Garside-theoretical properties. Namely, they showed ...
• #### Dualité et comparaison sur les complexes de de Rham logarithmiques par rapport aux diviseurs libres ﻿ [Article]

(Association des Annales de l'Institut Fourier, 2005)
Let X be a complex analytic manifold and D \subset X a free divisor. Integrable logarithmic connections along D can be seen as locally free {\cal O}_X-modules endowed with a (left) module structure over the ring of logarithmic ...
• #### Dwyer-Kan homotopy theory of enriched categories ﻿ [Article]

(London Mathematical Society, 2015)
We construct a model structure on the category of small categories enriched over a combinatorial closed symmetric monoidal model category satisfying the monoid axiom. Weak equivalences are Dwyer–Kan equivalences, i.e. ...
• #### En recuerdo de Alexander Grothendieck: prólogo para una lectura de su vida y obra ﻿ [Article]

En este artículo repasamos algunas de las claves de las contribuciones matemáticas de Alexander Grothendieck y del contexto en el que se gestaron, y nos asomamos así a la vida y obra de una de las figuras más influyentes ...
• #### Encoding algebraic power series ﻿ [Article]

(Springer, 2017)
The division algorithm for ideals of algebraic power series satisfying Hironaka’s box condition is shown to be finite when expressed suitably in terms of the defining polynomial codes of the series. In particular, the codes ...
• #### Entrevista a Isabel Fernández, conferenciante invitada al ICM 2010 ﻿ [Article]

Isabel Fernández, de la Universidad de Sevilla, es conferenciante invitada junto con Pablo Mira (Universidad Politécnica de Cartagena) a la sección de Geometría del próximo ICM, que se celebrará en agosto en Hyderabad ...
• #### Equimultiple locus of embedded algebroid surfaces and blowing-up in arbitrary characteristic ﻿ [Article]

This paper extends previous results of the authors, concerning the behaviour of the equimultiple locus of algebroid surfaces under blowing–up, to arbitrary characteristic.
• #### Equimultiple locus of embedded algebroid surfaces and blowing-up in characteristic zero ﻿ [Article]

(Institute of Mathematics and Informatics, Bulgarian Academy of Sciences, 2004)
The smooth equimultiple locus of embedded algebroid surfaces appears naturally in many resolution process, both classical and modern.In this paper we explore how it changes by blowing–up.
• #### Estimates for exponential sums with a large automorphism group ﻿ [Article]

(American Mathematical Society, 2012)
We prove some improvements of the classical Weil bound for one variable additive and multiplicative character sums associated to a polynomial over a finite field k = Fq for two classes of polynomials which are invariant ...
• #### Estimates for singular multiplicative character sums ﻿ [Article]

(Duke University Press, 2005)
We give some estimates for multiplicative character sums on quasiprojective varieties over finite fields depending on the severity of the singularities of the variety at infinity. We also remove the hypothesis of ...
• #### Exact cost minimization of a series-parallel reliable system with multiple component choices using an algebraic method ﻿ [Article]

(2013-11)
The redundancy allocation problem is formulated minimizing the design cost for a series-parallel system with multiple component choices while ensuring a given system reliability level. The obtained model is a nonlinear ...
• #### Explicit calculations in rings of differential operators ﻿ [Article]

(Société Mathématique de France, 2004)
We use the notion of a standard basis to study algebras of linear differential operators and finite type modules over these algebras. We consider the polynomial and the holomorphic cases as well as the formal case. Our ...
• #### Explicit local multiplicative convolution of ℓ-adic sheaves ﻿ [Article]

(European Mathematical Society, 2018)
We give explicit formulas for the local multiplicative convolution functors, which express the local monodromies of the convolution of two ℓ-adic sheaves on the torus Gm over the algebraic closure of a finite field in terms ...
• #### Explicit models for perverse sheaves ﻿ [Article]

(European Mathematical Society, 2003)
We consider categories of generalized perverse sheaves, with relaxed constructibility conditions, by means of the process of gluing t-structures and we exhibit explicit abelian categories defined in terms of standard sheaves ...