A remark on the annihilator of the ideal class group

Ilias, Immersions minimales, premiere valeur propre du Lapla- cien et volume conforme, Mathematische Annalen, 275(1986), 257-267; Une ine- galit´e du type ”Reilly” pour

(Satellite Conference of ICM 2006.) , The Romanian Society of Applied and Industrial Mathematics (ROMAI), Mathematical Society of the Republic of Moldova, Moldova State

The aim of this paper is to give a precise bound for the degree of the maximal torsion cosets (translates of abelian subvarieties by torsion points) that appear in Raynaud’s

In order to test whether a triangular ideal I is a pure Galois ideal, an algorithm called IsPureGaloisIdeal can be derived from Algorithm 3.8 by testing the backtracking

The main result of Section 2 is Theorem 2.3 in which it is shown that the symbolic power algebra of monomial ideal I of codimension 2 which is generically a complete intersection

In Example 6.1 we compute dϕ for a non-generic monomial ideal for which the hull resolution, introduced in [3], is minimal, and show that Theorem 1.1 holds in this case.. On the

• In the proof of Theorem 0.1, it plays a crucial role that we considered the whole mapping class group; not even the group of orientation preserving mapping classes would

As a simple application, we show the vanishing of the class ~q in some particular cases, for instance the case where the foliation is transversely complex affine or