Special Session 101: 

Variational Problems with a singular convetion term

Gioconda Moscariello
University of Naples Federico II, Department of Mathematics and Applications
Italy
Co-Author(s):    F. Farroni, L. Greco, G. Zecca
Abstract:
\documentclass{article} \begin{document} \begin{center} {\huge \bf Variational Problems with a singular convection term } \ \, \ Gioconda Moscariello \ Universit\`a degli Studi di Napoli Federico II \end{center} \bigskip \begin{abstract} We consider Dirichlet problem for second order nonlinear equations whose model appears in the stationary diffusion-convection problem. We assume that the growth coefficient of the convection term lies in the Marcinkiewicz space . We also discuss the unilateral problem which can be stated in a similar setting. Joint work with F. Farroni, L. Greco, G. Zecca of University of Naples Federico II. \end{abstract} \end{document}