L. Shwartz

We don’t have enough information about this author to calculate their statistics. If you think this is an error let us know.
Learn More
This paper is devoted to a presentation of some results concerning ergodic-type properties of weak convergence of iterates of operators acting in L1-space for general von Neumann algebras and JBW algebras, as well as Segal-Dixmier Lp-spaces (1 ≤ p <∞) of operators affiliated with semifinite von Neumann algebras and semifinite JBW algebras. The first results(More)
A V O 2 D arterial-venous oxygen content difference CO cardiac output CF coronary flow ef t efficiency E S P V R end-systolic pressure/volume relationship H R heart rate LV left venticle L V P left ventricular pressure M VO 2 LV oxygen consumption P VA pressure/volume area Q aortic flow S V stroke volume S W stroke work P pressure t time instance T time(More)
Classical Banach principle is an essential tool for the investigation of the ergodic properties of Česaro subsequences. The aim of this work is to extend Banach principle to the case of the stochastic convergence in the operator algebras. We start by establishing a sufficient condition for the stochastic convergence (stochastic Banach principle). Then we(More)
  • 1