Generalized backward doubly stochastic differential equations and SPDEs with nonlinear Neumann boundary conditions

In this paper, a new class of generalized backward doubly stochastic differential equations is investigated. This class involves an integral with respect to an adapted continuous increasing process. A probabilistic representation for viscosity solutions of semi-linear stochastic partial differential equations with a Neumann boundary condition is given.

Aproximació al disseny de procediments i instruments per a la personalització de l'ensenyament a l'etapa primària des d'una perspectiva inclusiva

The main objective of this research is to found a new process about the personalization's curriculum for pupils with especial educational needs. In this research there are two objectives: the first objective is to describe a procedure for to do the individual planning for this pupils. This procedure is called "Procediment per cartes de personalització" (Pedragosa 2002). The other objective is centered to validate this procedure for teachers who are in active service in primary's etapa and to check if it's a good process for to do the individual planning in an inclusive approach. The procedure's cobcretion is about three basic referents: In the first, we consult with the current regulations, in the second we incorporate the inclusion's approach and the fundamentals of universal learning design, and finally we consult Ruiz's (1999) provides. We obtain the information for the research until, during and after of the formation's course (in 2003/2004). We introduced two questionnaire (until and after of formation sessions) and we register all of the sessions with a parlimentary report. About the main research results we can to affirm that the procedure is a good option for the professional's practice. It's an organized, ordered and coherent design with our curriculum. But, in spite of, we can to probate that there some interesting variables which are to influence to the procedure's efficiency.

Informe de l'estada de tres mesos: beca 2005-00170

Estudi elaborat a partir d’una estada a la Universitá degli Studi di Roma “La Sapienza”, entre el 15 de setembre i el 15 de desembre del 2005. Utilitzant un nou tipus de macrocicles nitrogenats de 15 baules amb dobles i/o triples enllaços a la seva estructura, es fan proves per tal de funcionalitzar-los aplicant la química d’hidroarilació sota catàlisi per pal.ladi amb la finalitat d’obtenir macrocicles amb un doble enllaç substituït a l’estructura. Paral·lelament, en un segon projecte, s’estudia l’acoblament d’ortoidofenols amb alcohols propargílics - reacció de Sonogashira - sota catàlisi per pal·ladi.