Dynamical Systems on Finsler Modules


Authors

M. Hassani - Department of Mathematics, Faculty of sciences, Mashhad Branch, Islamic Azad University, Mashhad, Iran


Abstract

In this paper we investigate the generalized derivations and show that if E be a simple full Finsler A-module and let \(\delta: D(\delta)\subseteq E\rightarrow E\) be a d-derivation.Then either \(\delta\) is closable or both of the sets \(\{x\pm \delta(x): x\in E\}\) are dense in \(E\oplus E\). We also describe dynamical systems on a full Finsler module E over \(C^*\)- algebra A as a one -parameter group.


Keywords


MSC


References