학술저널
ENTROPY MAPS FOR MEASURE EXPANSIVE HOMEOMORPHISMS
- 충청수학회
- Journal of the Chungcheong Mathematical Society
- Volume 28, No. 3
-
2015.08377 - 384 (8 pages)
- 5
It is well known that the entropy map is upper semi-continuous for expansive homeomorphisms on a compact metric space. Recently, Morales [3] introduced the notion of measure expansiveness which is general than that of expansiveness. In this paper, we prove that the entropy map is upper semi-continuous for measure expansive homeomorphisms.
1. Introduction
2. Example
3. Entropy maps of measure expansive homeomorphisms
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