Remarks on the embedding of spaces of distributions into spaces of Colombeau generalized functions

On the other hand, the envelopping sieve philosophy as exposed in [11] and [10] says that the primes can be looked at as a subsequence of density of a linear combination of

This study will aim to fill this gap, by attempting to determine the characteristics the specific crowdfunding campaigns, the communication process between the campaign organizers

Given two categories C and D, the collection JC, DK of all open functors forms a category where the collection of arrows between two open functors F, G : C −→ ◦ D is given by

Our result is in the vein of (and extends) Wainwright and Jordan [18, Theorem 3.3], where (when the domain of f is open) the authors have shown that the gradient map ∇ log f is onto

A BSTRACT. — L et h be a without fixed point lift to the plane of a home- omorphism of the open annulus isotopic to the identity and without wan- dering point. In the paper [BCL]

with arbitrary countable sets L as underlying spaces, including, of course, all lattices ZB For each point x ELan’ arbitrary finite alphabet is allowed.. and in the

The proof given here of the existence of proper embeddings by harmonic functions is divided into the following steps : § 1, the proof that at each point of a Riemannian manifold

In this article we characterize a nearly open weighted composition operator πC φ on weighted spaces of vector valued continuous functions on X induced by the pair(π,