40 citations · 65 across the 7 of their papers we have counts for
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On stability properties of positive contractions of -spaces accosiated with finite von Neumann algebras
Farrukh Mukhamedov, Hasan Akin, Seyit Temir
In the paper we extent the notion of Dobrushin coefficient of ergodicity for positive contractions defined on -space associated with finite von Neumann algebra, and in terms o…
N Infinite Dimensional Quadratic Volterra Operators
Farrukh Mukhamedov, Hasan Akin, Seyit Temir
In this paper we study a class of quadratic operators named by Volterra operators on infinite dimensional space. We prove that such operators have infinitely many fixed points and…
A few remarks on mixing properties of -dynamical systems
Farrukh Mukhamedov, Seyit Temir
We consider strictly ergodic and strictly weak mixing -dynamical systems. We prove that the system is strictly weak mixing if and only if its tensor product is strictly ergodi…
On Mixing and Completely Mixing Properties of Positive -Contractions of Finite Von Neumann Algebras
Farrukh Mukhamedov, Seyit Temir, Hasan Akin
Akcoglu and Suchaston proved the following result: Let $T:L^1(X,{\cf},\m)\to L^1(X,{\cf},\m)$ be a positive contraction. Assume that for $z\in L^1(X,{\cf},\m)$ the sequence $(T^nz)…