| 释义 |
Luzin's theorem Luzin's theorem[‚lü·zēnz ‚thir·əm] (mathematics) Given a measurable function ƒ which is finite almost everywhere in a euclidean space, then for every number ε > 0 there is a continuous function g which agrees with ƒ, except on a set of measure less than ε. Also spelled Lusin's theorem. |