Introduction:
| |
Nonlinear elliptic and parabolic problems model a great variety of real systems in theoretical physics, chemistry, biochemistry, biology, economics, ecology and engineering. Actually, its study is a categorical imperative in many of these disciplines. The huge advances experienced by linear and nonlinear analysis during the last five decades have tremendously facilitated the development of new mathematical devices to analyse them. It is the main purpose of this session to gather some of the top World experts in this area to enjoy the last advances and the amazing perspectives of this emerging area. |
|