摘要
Given a sequence of Borel probability measures on a Hausdorff space which satisfy a large deviation principle (LDP), we consider the corresponding sequence of measures formed by conditioning on a set B. If the large deviation rate function I is good and effectively continuous, and the conditioning set has the property that (1) and (2) for all , then the sequence of conditional measures satisfies a LDP with the good, effectively continuous rate function , where if and otherwise.
- 出版日期2015-10