Recent Applications of Near Operators Campanato’s Theory to Study Complex Problems

  • Luisa Fattorusso Dip. di Ing. dell’Inf. delle Infrastr. e dell’En. Sost., Universit`a degli Studi Mediterranea di Reggio di Calabria, Italy
  • Antonio Tarsia Dipartimento di Matematica, Universit`a di Pisa, Italy
Keywords: Campanato's near operators, fully nonlinear parabolic systems, MEMS, Von K´arm´an equations

Abstract

This paper contains a short survey of the last applications of Campanato's near operators theory. In particular we give an example of its applications to the proof of existence of a solution of the Cauchy-Dirichlet problem concerning a class of fully nonlinear parabolic systems.

Published
2013-12-31
How to Cite
Fattorusso, L., & Tarsia, A. (2013). Recent Applications of Near Operators Campanato’s Theory to Study Complex Problems. Bullettin of the Gioenia Academy of Natural Sciences of Catania, 46(376/SFE), SFE77-SFE90. Retrieved from https://bollettino.gioenia.it/index.php/gioenia/article/view/71
Issue
Vol 46 No 376/SFE (2013): Proceedings of the Workshop: "Existence, Regularity and A Priori Bounds for Differential Problems", on the occasion of the 70th birthday of prof. Mario Marino (Catania, May 3-4, 2013)
Section
Special Focus Edition