7Product Development Institute. Tutorial: Goldratt's Critical Chain Method, A One-Project SoluLion[ED/OL]. http://www. pdin-stitute.com/ tutorial/contents. html. 1999.
8Newbold R C. Project Management in the fast Lane- applying the theory of constraints. BocaRaton: The St Lucie Press, 1998.
9Zinovy D, Radovilsky. A quantitative approach to estimate the size of the time buffer in the theory of constraints. International Journal of Production Economics,1998,55(2) :113
10Hoel K, Taylor S G. Quantifying buffers for project schedules. Production and Inventory Management Journal, 1999,40(2): 43
3Cherkassky B V, Goldberg A V. On implementing push-relabel method for the maximum flow problem[J] . Algorithmica, 1997, 19: 390-410.
4Kurtulus I, Davis E W. Multi-project scheduling: Categorization of heuristic rules performance [J].Management Science, 1982, 28 (2): 161-172.
5Kurtulus I, Narula S C. Multi- project scheduling: Analysis of project performance [J] . IIE Transactions, 1985, 17 (1): 58-66.
6M hring R H, Schulz A S, Stork F, Uetz M. Resource constrained project scheduling: Computing lower bounds by solving minimum cut problems [R] . Berlin: Technische Universit te Berlin, 1998.
7Tsai D M, Chiu H N. Two heuristics for scheduling multiple projects with resource constraints [ J ] .Construction Management and Economics, 1996, 14: 325-340.
8Hiyassat M A S.Applying Modified Minimum Moment Method to Multiple Resource Leveling[J].Journal of Construction Engineering and Management,2001,127 (3):192-198.
9Rudolph G.Convergence Analysis of Canonical Genetic Algorithms[J].IEEE Trans.on Neural Networks,1994,5(1):96-101.