… involved in the theory of Lie pseudogroups in arbitrary dimension n and to prove for the
first time that the extension modules highly depend on the Vessiot structure constants c. …

… Γ of finite asymptotic dimension is weakly coherent. In particular, there is a large collection
of R[Γ ]-modules of finite homological dimension when R is a finite-dimensional regular ring. …

Mirror symmetry (MS) was discovered several years ago in string theory as a duality
between families of 3-dimensional Calabi-Yau manifolds (more precisely, complex algebraic …

… is exact in positive degree and it has Hausdorff homology in degree zero. In fact … A)-module.
A separate study sequence would be relevant for this ques b) In two complex dimensions we …

… In this paper we exhibit, in all positive characteristics, finite-dimensional rigid associative …
They are finite rings but the smallest we can construct is a 669-dimensional EE-algebra. This …

… of the rigid meromorphic cocycles and their associated rigid meromorphic period functions
that were described in the Introduction. These are referred to as rigid meromorphic cocycles …

… Abstract We study homological properties of test modules that are, in principle, modules that
detect finite homological dimensions. The main outcome of our results is a generalization of …

… object such as the dimension of the closed analytic subset or the homological dimension of a
… In rigid geometry, John Tate has introduced a topology such that the identity principle holds …

… -homology invariants arising from graded quotient modules, by which geometry of the quotient
modules and … In dimensions d = 2, 3, it is shown that K-homology invariants determined by …

… We start with the localization Junctor Loc from (finitely generated) [/-modules to V modules,
Loc(M) = V <S>u M. Since U has finite homological dimension it has a left derived functor D6(…