Youssef Azouzi, Marwa Masmoudi
Published 2023-12-15Version 1
In the recent surge of papers on ergodic theory within Riesz spaces, this article contributes by introducing enhanced characterizations of ergodicity. Our work extends and strengthens prior results from both the authors and Homann, Kuo, and Watson. Specifically, we show that in a conditional expectation preserving system (E,T,S,e), S can be extended to the natural domain of T and operates as an isometry on L^{p}(T) spaces.
Embeddings and characterizations of Lipschitz spaces
On characterizations of $\mathcal{MT}(λ)$-functions
Characterizations of Multiframelets on $\mathbb{Q}_{p}$
![QR code for arXiv:2312.12454 [math.FA]](http://oss.arxitics.com/images/favicon.svg)