| 释义 |
final-value theorem final-value theorem[¦fīn·əl ¦val·yü ¦thir·əm] (mathematics) The theorem that if ƒ(t) is a function which has a Laplace transform F (s), and if the derivative of ƒ(t) with respect to t is also Laplace transformable, and if the limit of ƒ(t) as t approaches infinity exists, then this limit is equal to the limit of sF (s) as s approaches zero. |