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Inventory problems –network problems2, 03, 04, 02,13,14,11, 0 2, 23, 24, 25, 02, 33, 34, 3Month 1Stage 12, 4Month 2Stage 23, 4Month 3Stage 34, 4Month 4Stage 4Month 5Stage 5May 20, 2011
General Resource Allocation Problem
Page 1 and 2: Lecture 22. Dynamic Programming (2)
Page 3 and 4: An Inventory ExampleA company know
Page 5 and 6: An Inventory Instance (cont’d)Dyn
Page 7 and 8: An Inventory InstanceLetft(i) : the
Page 9 and 10: t=4During month 4, the firm will pr
Page 11 and 12: An Inventory InstanceRecursion form
Page 13 and 14: t=30000i x (1/2)(i+x-2)+c(x) f 4(i+
Page 15 and 16: t=2i x (1/2)(i+x-3)+c(x) f 3(i+x-3)
Page 17 and 18: t=1i x (1/2)(i+x-1)+c(x) f 3(i+x-1)
Page 19: An Inventory Problem (Cont’d)3. E
Page 23 and 24: Dynamic Programming ProcedureDefine
Page 25 and 26: Lot-size ModelAn inventory model:-
Page 27 and 28: Wagner-Whitin lemmaLemma1 : Given a
Page 29 and 30: Wagner-Whitin AlgorithmRecursive fo
Page 31 and 32: The silver-meal HeuristicIn extensi
Page 33: The End

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