with the notion of inner derivation for Jordan algebras, the generators of Jordan C'-dynamical systems

are studied, the tensor product of two Jordan generators is shown as ariinfinitesimal generator on the

spatial tensor products....

In order to more effectively cope with the real world problems of vagueness, imprecise and
subjectivity, fuzzy event systems were proposed recently. In this paper, we investigate the
controllability and the ...

Approximately inner Cstar dynamical system...

We investigate the generalized derivations and

show that every generalized derivation on a simple Hilbert

C

∗

-module is either closable or has a dense range. We also

describe dynamical systems on a full Hilbert C...

In this talk, we state that every random map, skew

product, with periodic shadowing property for which is random non-uniformly expanding

on the set of random periodic points, indeed is a random

uniformly ...

A new covariant generalization of Einstein’s general relativity is developed which allows the existence of a term proportional to TαβTαβ in the action functional of the theory (Tαβ is the energy-momentum tensor). Consequently, ...

The present work is concerned with the ergodic shadowing
property of non-autonomous discrete-time dynamical systems. The concept
of the ergodic shadowing was introduced by Fakhari and Ghane (2010)
for a continuous onto map. Here, we...

A remark on C*-dynamical systems in Hilbert C*-modules...