M o d elli n g s c e n a ri os f o r f o r est c o ns e r v ati o n t h r o u g h r est o r ati o n f oll o wi n g m o os e (Al c es al c es ) dist u r b a n c e
Texte intégral
Documents relatifs
Later on the identity (6) was used to obtain estimates from below for analytic capacity [Me] and to describe uniform rectifiability via the mapping properties
There exists a coarse moduli scheme M for the equivalence classes of semistable parabolic vector bundles (on an irreducible nonsingular complete curve X}.. of
We prove that, if 7 is a simple smooth curve in the unit sphere in C n, the space o pluriharmonic functions in the unit ball, continuous up to the boundary, has a
construct a reflexive sheaf from Y using the Serre construction, and then to describe this sheaf by means of a monad, where the family of monads involved
On the other hand, Theorem 4 and its corollary are developed by analytic continuation on M ' of a ratio of solutions to a certain family of equations of type (1)
The following theorem implies Theorem 5 o f Rothschild--Stein [1] if one takes for Yi left invariant vector fields from the appropriate nilpotent Lie group...
N o u s nous placerons dans un espace vectoriel rrel, 6ventuellement muni d'une topologie vectorielle (ce qui sera prrcis6 dans chaque 6noncr) et adopterons les
As an approach to the problem of characterising and classifying Banach spaces in terms of their geometric structure, consideration has been given to the following