-- card: 31767 from stack: in -- bmap block id: 0 -- flags: 0000 -- background id: 11548 -- name: -- part contents for background part 47 ----- text ----- Filed & Not Read -- part contents for background part 46 ----- text ----- In Collection -- part contents for background part 48 ----- text ----- gaul82 -- part contents for background part 49 ----- text ----- Gaul, W. -- part contents for background part 50 ----- text ----- On Stochastic Analysis of Project Networks -- part contents for background part 52 ----- text ----- Deterministic and Stochastic Scheduling, Nato Advanced Study Institutes Series -- part contents for background part 54 ----- text ----- 1982 -- part contents for background part 56 ----- text ----- 297-309 -- part contents for background part 57 ----- text ----- M. A. Dempster, J. K. Lenstra, and A. H. G. Rinnooy Kan -- part contents for background part 59 ----- text ----- D. Reidel Publishing Co. -- part contents for background part 68 ----- text ----- If the activity-completion-times of a project-network are random variables the project completion-time is a random variable the distribution function of which is difficult to obtain. This paper presents an approach using stochastic programming. -- part contents for background part 69 ----- text ----- network programming, scheduling theory, stochastic programming, finishing time