| 释义 |
positive with respect to a signed measure positive with respect to a signed measure[¦päz·əd·iv withri‚spekt tü ə ¦sīnd ′mezh·ər] (mathematics) A set A is positive with respect to a signed measure m if, for every measurable set B, the intersection of A and B, A ∩ B, is measurable and m (A ∩ B)≥0. |