… The basic module of these structures is the so-called scissor-like element (SLE) shown in
Fig. 1. It consists of two bars connected to each other at an intermediate point through a pivotal …

… of projective dimension 1 over Matlis domains, leads to a more structural description: they
… In this section, we will prove that in a model of ZFC with Shelah's Uniformization Principle …

… model structure on R-Mod whose cofibrant objects are exactly the Gorenstein ( X , Y ) -flat
modules. Finally, we investigate when the class of Gorenstein ( X , Y ) -flat modules is closed …

… ) a closely related category of modules defined by Breuil [Br5]… local structure can be described
in terms of the local models … flat model <S of Vp, we know that <S arises from a module Tip …

… flat, spiral-shaped, deformable sub-modules. Once these are actively bent, the final structure
… geometric model of a single spiral structure and simulate its behavior using a non-linear FE …

… the theory of a certain explicitly defined module M 0 (see § 4). … the modelcompletion and a
structure theorem for the models … (i) Any product of flat right modules is flat. (ii) The annihilator …

… We obtain an exact structure (HC , ε) and prove that the … -flat (respectively C-flat C-cotorsion)
modules and the class GFC of C-Gorenstein flat modules for a given semidualizing module …

… The homotopy category of a stable model category has a large amount of extra structure,
some of which plays a role in this paper. First of all, it is naturally a triangulated category (cf. [64] …

… products of flat right R-modules have finite flat dimension if … R-modules, where F is the class
of all flat right R-modules. In … Estrada, and PA Guil Asensio, A model structure approach to …

… of the MMS module is investigated in this work through testing and modeling. Finite Element
… A special test module is manufactured and tested for strain versus load in three different …