Supply Chain Management 2011 Part 1 docx

Supply Chain Management 2011 Part 1 docx

Supply Chain Management 2011 Part 1 docx

... − 1 B 1 − 1, B 2 − 1 B 1 , B 2 − 1 1, − C +1 2, − C +1 B 1 − 1, − C +1 B 1 , − C +1 1, − C 2, − C B 1 − 1, − C B 1 , − C 1, − C+2 2, − C+2 B 1 − 1, − C+2 B 1 , − C+2 μ 1 μ 2 μ 1 ... μ 1 P(B 1 − 1, I 2 ) + λ P(B 1 , I 2 + 1) I 2 = −C: ( μ 1 + μ 2 )P (1, −C) = λ P (1, −C + 1) ( μ 1 + μ 2 )P(I 1 , −C) = μ 1 P(I...

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Supply Chain Management 2011 Part 2 docx

Supply Chain Management 2011 Part 2 docx

... green supply chain management practices implementation. International Journal of Production Economics, Vol. 11 1, No. 2, pp. 2 61- 273 Supply Chain Management 52 Wikner, Towill and Naim (19 91) ; ... of the different supply chain paradigms. Supply chain attributes are key aspects of the supply chain strategies and determine the entire supply chain behaviour,...

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Supply Chain Management 2011 Part 3 docx

Supply Chain Management 2011 Part 3 docx

... decision model for new product supply chain design, European Journal of Operational Research, 17 7, pp .10 44 -10 61. Wikner J., Towill D. R., Naim M., (19 91) . Smoothing supply chain dynamics, International ... pp. 16 2 -16 9. Managing and Controlling Public Sector Supply Chains 91 Mason-Jones, R. (2004). "Procurement's Place in the Chain. " Supply Ma...

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Supply Chain Management 2011 Part 11 docx

Supply Chain Management 2011 Part 11 docx

... the Supply Chain Stability 4 01 1 1.5 2 2.5 3 3.5 4 4.5 5 1 1. 2 1. 3 1. 4 1. 5 1. 6 1. 8 2 3 4 5 6 7 8 Ti Peak 0 10 20 30 40 50 60 Adjusted time Peak Adjusted time 1 2 3 4 5 6 7 11 . 21. 51. 8234567 Ti Peak 0 10 20 30 40 50 60 70 Adjusted ... be Supply Chain Management 402 1. 2 1. 3 1. 4 1. 5 1. 6 1. 7 1. 8 1 1.5 2 2.5 3 3.5 4 4.5 5 6 7 8...

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Supply Chain Management 2011 Part 15 doc

Supply Chain Management 2011 Part 15 doc

... such that (1) (1) 11 11 () ( 1) KK φφ < − and (1) (1) 11 11 () ( 1) KK φφ ≤ + , (30) and (1) (1) (1) (1) 22 21 21 (,) ( ,1) KK KK φφ ∗∗ < − and (1) (1) (1) (1) 22 21 21 (,) ( ,1) KK KK φφ ∗∗ ≤ + . ... (%) Suppliers 16 18.76 211 .33 14 ,744.47 1. 41 Manufacturers −433 .12 442.04 30,8 41. 03 1. 41 Retailers −268.35 263.92 18 , 413 .93 1. 41 Ent...

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Supply Chain Management 2011 Part 16 ppt

Supply Chain Management 2011 Part 16 ppt

... year, 11 $600S = per setup, 11 $30A = per setup, 11 $3B = per delivery, 11 $0.0005C = per unit, 12 1 χ = , D 12 = 80,000, P 12 = 16 0,000, g 12 = 0.09, h 12 = 0.75, S 12 = 550, 12 50A = , ... 12 50A = , 12 4B = , 12 0.0007C = . Four manufacturers (2; 1, ,4 )ij = = " : 21 1 χ = , 21 70,000D = , 21 140,000P = , 21 0.83g = , 21 2h = ,...

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Supply Chain Management 2011 Part 4 ppt

Supply Chain Management 2011 Part 4 ppt

... 2009: 12 ). Supply Chain Management 13 6 Source DF AdjSS AdjMS F P Main Effects 5 39,65 7,93 20,32 0,0 01 2-Way interactions 10 39,46 3,94 10 ,11 0,005 3-Way interactions 10 11 ,96 1, 19 3,07 ... rate, Y 1 , β 01 =0.0022, β 11 =-0.0 010 , etc.). Focusing only on fill rate, the best design solution for store #1 is rR4 inventory control policy and three days lead ti...

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Supply Chain Management 2011 Part 5 doc

Supply Chain Management 2011 Part 5 doc

... 1st Tier A 11 08,64 2002,55 - 311 1 ,19 1st Tier B 211 7,27 482,55 618 ,18 3 218 ,00 1st Tier C 6 411 ,82 215 3,00 - 8564,82 Supply chain 14 927 ,12 4958 ,10 213 3,33 22 018 ,55 Table 6. Scenario (2) costs ... 520,00 5809,39 1st Tier A 11 08,64 2002,55 311 1 ,19 1st Tier B 211 7,27 802,55 2 919 ,82 1st Tier C 6 411 ,82 215 3,00 8564,82 Supply chain 14 927 ,12 5478 ,10 20405...

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Supply Chain Management 2011 Part 6 pdf

Supply Chain Management 2011 Part 6 pdf

... 0.67 16 .68% Complexity 0 .14 0.05 0. 01 0 .17 0.37 9 .13 % Sum 1. 00 1. 00 1. 00 1. 00 4.00 10 0.00% Techniques Sign on Biometrics IPSEC Sign on 1. 00 1. 00 7.00 Biometrics 1. 00 1. 00 3.00 IPSEC 0 .14 ... Range Tags 15 15 30 40 10 0 Readers 15 35 40 10 10 0 Database(local) 20 25 35 20 10 0 Network 20 30 35 15 10 0 Sum 70 10 5 14 0 85 400 Normalized Scor...

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Supply Chain Management 2011 Part 7 doc

Supply Chain Management 2011 Part 7 doc

... as ν 1 (x, p 1 )=C ν 1 x + 1 2 K ν 1 p 2 1 , (15 ) ν 2 (x, p 1 )=C ν 2 (1 −x)+ 1 2 K ν 2 p 2 2 , (16 ) h 1 (d 1 )= 1 2 C h 1 d 2 1 , (17 ) h 2 (d 2 )= 1 2 C h 2 d 2 2 , (18 ) u 1 (x, d 1 )=C u 1 (1 ... as max p 1 ,d 1  ∞ 0 e −rt  C ν 1 x + 1 2 K ν 1 p 2 1 − 1 2 C h 1 d 2 1 −C u 1 (1 −d 1 ) √ x − E n ζτ  dt (22) max p 2 ,d 2  ∞ 0...

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