Supply chain supernetworks with random demands

Urban and Regional Transportation Modeling: Essays in Honor of David Boyce

Volumn , Issue , 2004, Pages 289-313

  Dong, June ^a   Zhang, Ding ^a   Nagurney, Anna ^b  

^a STATE UNIVERSITY OF NEW YORK AT OSWEGO   (United States)

^b UNIVERSITY OF MASSACHUSETTS   (United States)

Author keywords

[No Author keywords available]

Indexed keywords

EID: 84863242365     PISSN: None     EISSN: None     Source Type: Book    
DOI: 10.4337/9781845420536.00022     Document Type: Chapter

References (28)

1. Batten, D., J. Casti and R. Thord (eds) (1995), Networks in Action, Berlin: Springer-Verlag.
2. Bazarra, M.S., H.D. Sherali and C.M. Shetty (1993), Nonlinear Programming: Theory and Algorithms, New York: John Wiley & Sons.
3. Beckmann, M.J., B. Johansson, F. Snickars and R. Thord (eds) (1998), Knowledge and Networks in a Dynamic Economy, Berlin: Springer-Verlag.
4. Boyce, D.E. (1988a), ‘Route guidance for improving urban travel and location choices’, Transportation Research, 22A, 275-81.
5. Boyce, D.E. (1988b) ‘Combining communication and transport technology to improve urban travel choices’, in Information Technology: Social and Spatial Perspective, I. Orishimo, G.J.D. Hewings and P. Nijkamp (eds), Berlin: Springer-Verlag, pp. 141-52.
6. Boyce, D.E., A.M. Kirson and J.L. Schofer (1994), ‘ADVANCE: The Illinois Dynamic and Route Guidance Demonstration Program’, in I. Catling (ed.), Advanced Technology for Road Transport: IVHS and ATT, London: Artech House, pp. 247-70.
7. Dafermos, S. and A. Nagurney (1987), ‘Oligopolistic and competitive behavior of spatially separated markets’, Regional Science and Urban Economics, 17, 245-54.
8. Dong, J., D. Zhang and A. Nagurney (2002), ‘A supply chain network equilibrium model with random demands’, to appear in European Journal of Operational Research.
9. Federal Highway Administration 2000, ‘E-commerce trends in the market for freight, Task 3 Freight Trends Scans’, Draft, Multimodal Freight Analysis Framework, Office of Freight Management and Operations, Washington, DC.
10. Gabay, D. and H. Moulin (1980), ‘On the uniqueness and stability of Nash equilibria in noncooperative games’, A. Bensoussan, P. Kleindorfer and C.S. Tapiero (eds) in Applied Stochastic Control of Econometrics and Management Science, Amsterdam: North-Holland.
11. Handfield, R.B. and E.L. Nichols, Jr. (1999), Introduction to Supply Chain Management, Englewood Cliffs, NJ: Prentice-Hall.
12. Kinderlehrer D. and G. Stampacchia (1980), An Introduction to Variational Inequalities and Their Application, New York: Academic Press.
13. Korpelevich, G.M. (1977), ‘The extragradient method for finding saddle points and other problems’, Matekon, 13, 35-49.
14. Kuglin, F.A. and B.A. Rosenbaum (2001), The Supply Chain Network @ Internet Speed, New York: American Management Association.
15. Nagurney, A. (1999), Network Economics: A Variational Inequality Approach, 2nd and rev. edn, Dordrecht: Kluwer Academic.
16. Nagurney, A. and J. Dong (2002), Supernetworks: Decision-Making for the Information Age, Cheltenham: Edward Elgar.
17. Nagurney, A., J. Dong and D. Zhang (2000), ‘Multicriteria spatial price networks: statics and dynamics’, in Equilibrium Problems and Variational Models, P. Daniele, A. Maugeri and F. Giannessi (eds), Dordrecht: Kluwer Academic.
18. Nagurney, A., J. Dong and D. Zhang (2002a), ‘A supply chain network equilibrium model’, Transportation Research E, 38, 281-303.
19. Nagurney, A., K. Ke, J. Cruz, J. Hancock and F. Southworth (2002b), ‘Dynamics of supply chains: a multilevel/logistical/informational/financial network perspective’, Environment & Planning B, 29, 795-818.
20. Nagurney, A., J. Loo, J. Dong and D. Zhang (2002c), ‘Supply chain networks and electronic commerce: a theoretical perspective’, Netnomics, 4, 187-220.
21. Nagurney, A. and L. Zhao (1993), ‘Networks and variational inequalities in the formulation and computation of market disequilibria: the case of direct demand functions’, Transportation Science, 27, 4-15.
22. Nash, J.F. (1950), ‘Equilibrium points in n-person games’, in Proceedings of the National Academy of Sciences, 36, 48-9.
23. Nash, J.F. (1951), ‘Noncooperative games’, Annals of Mathematics, 54, 286-98.
24. National Research Council (2000), Surviving Supply Chain Integration: Strategies for Small Manufacturers, Committee on Supply Chain Integration, Board on Manufacturing and Engineering Design, Commission on Engineering and Technical Systems, Washington, DC.
25. Ran, B. and D.E. Boyce (1996), Modeling Dynamic Transportation Networks, 2nd and rev. edn, Heidelberg: Springer-Verlag.
26. Ran, B. and D.E. Boyce (1999), ‘Modelling dynamic transportation networks with variational inequalities’, in Behavioural and Network Impacts of Driver Information Systems, R. Emmerink and P. Nijkamp (eds), Aldershot: Ashgate, pp. 53-67.
27. Southworth, F. (2000), ‘E-commerce: implications for freight’, Oak Ridge National Laboratory, Oak Ridge, tN.
28. Zhang, D. and A. Nagurney (1996), ‘Stability analysis of an adjustment process for oligopolistic market equilibrium modeled as a projected dynamical system’, Optimization, 36, 263-85.