We define topological conditional pressure on a Borel subset and investigate its properties. We then estimate the supremum of metric conditional entropy with potential energy. The usual basic properties hold for this topological conditional pressure. In particular, we find a variational inequality that is an extension of the variational principle for topological pressure.
關聯:
PACIFIC JOURNAL OF MATHEMATICS 卷: 256 期: 1 頁數: 151-164
