Abstract
We define and study the notions of positively and negatively -asymptotic points for a homeomorphism on a metric -space. We obtain necessary and sufficient conditions for two points to be positively/negatively -asymptotic. Also, we show that the problem of studying -expansive homeomorphisms on a bounded subset of a normed linear -space is equivalent to the problem of studying linear -expansive homeomorphisms on a bounded subset of another normed linear -space.
Citation
Ruchi Das. Tarun Das. "Asymptotic Properties of -Expansive Homeomorphisms on a Metric -Space." Abstr. Appl. Anal. 2012 1 - 10, 2012. https://doi.org/10.1155/2012/237820
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