… the main result of this paper that this strong rigidity result should hold. The conjecture has …
homology and cohomology groups of F with real coefficients with the corresponding homology …

This paper explores the topology of monotone Lagrangian submanifolds L inside a symplectic
manifold M by exploiting the relationships between the quantum homology of M and …

… rings over which all modules satisfy the n-Tor rigid property for some n. We first consider the
Tor rigid test property of Ulrich modules. We show that faithful Ulrich modules over a Cohen–…

… rigidity type results on the vanishing of stable Ext and Tor for modules of finite complete
intersection dimension… a notion of pre-rigidity, which generalizes phenomena for modules of finite …

… Analogously to the case of the continuous cohomology, there are notions of relatively
injective G-module and of strong resolution which serve for the homological algebra …

… Our focus in this article is on the rigidity properties of the group Aut.Fn/ of automorphisms of
a free group, which is not a lattice but nevertheless enjoys many similar properties. In [5] we …

… Behold the first - simplest and, as we shall see, the most rigid condition of the homological
triviality. Definition 2. A Banach algebra A is called contractible if Jt l(A,X) = 0 for all Banach A-…

… subcate gory of modules whose indecomposable elements have homology concentrated
in … A of finite dimensional modules in 3^A is a neutral Tannakian category. It is therefore the …

… of rigid cohomology we present here is Huber’s theory of adic spaces. While others have
previously made use of alternative descriptions of rigid analytic spaces in the study of rigid … rigid …

… from ordinary homology and Sobolev homology, respectively, to the ` 1 -homology of a
word-… In a forthcoming paper [1] we prove that hyperbolic lattices are rigid with respect to …