Serre's reduction of linear functional systems

In this paper, by using these polynomials, we construct a Banach algebra over a local non- archimedean field K which contains the Tate algebra in n indeterminates over

A class of 2D generalized hybrid linear systems is considered, with controls over the space of regulated functions and coeffi- cient matrices of bounded variation in the state

It is worth being mentioned here the fact that these workshops were at- tended by almost all Romanian geometers of international level from Bucharest, Brasov, Cluj-Napoca,

In particular, every associated prime ideal of M is maximal if and only if M is locally of finite length, in the sense that every finitely generated submodule of M has finite

A relaxation of that concept that is special to the ring I is that of quasi Type IV codes (QTIV), that is to say QSD codes with an even torsion code [3].. While the build

Our aim is to evaluate the influence of the form error variations on the relative position between two parts in contact in the case of an over constrained assembly.. The surfaces

the stabilizers have the same reductive part and hence have the same homology (see the discussion following the proof of Corollary 3.2). It follows that the restriction of Fq to

Up to our knowledge, the best current arithmetic complexity was obtained in [21], using a divide and conquer strategy leading to a fast Newton-Puiseux algorithm (hence an