| 释义 |
regular Borel measure regular Borel measure[′reg·yə·lər bə′rel ‚mezh·ər] (mathematics) A Borel measure such that the measure of any Borel set E is equal to both the greatest lower bound of measures of open Borel sets containing E, and to the least upper bound of measures of compact sets contained in E. Also known as Radon measure. |