Strategic management decision support system: An analysis of the environmental policy issues

Environmental Modeling and Assessment

Volumn 6, Issue 4, 2001, Pages 297-306

  Amouzegar, Mahyar A ^a   Moshirvaziri, Khosrow ^b  

^a RAND CORPORATION   (United States)

^b CALIFORNIA STATE UNIVERSITY   (United States)

Author keywords

[No Author keywords available]

Indexed keywords

DECISION MAKING; DECISION SUPPORT SYSTEMS; ENVIRONMENTAL MANAGEMENT; LAWS AND LEGISLATION; SOLID WASTES; STRATEGIC PLANNING; TRANSPORTATION ROUTES; WASTE TREATMENT;

BILEVEL PROGRAMMING PROBLEM; ENVIRONMENTAL IMPLICATIONS; ENVIRONMENTAL POLICY ISSUES; ENVIRONMENTAL PROBLEMS; ENVIRONMENTAL STANDPOINT; QUANTITATIVE EVALUATION; REGIONAL WASTE MANAGEMENT; TREATMENT AND DISPOSAL;

WASTE DISPOSAL;

DECISION SUPPORT SYSTEM; ENVIRONMENTAL ISSUE; ENVIRONMENTAL POLICY; OPTIMIZATION; SOLID WASTE; STRATEGIC APPROACH; WASTE FACILITY; WASTE MANAGEMENT;

CALIFORNIA; SAN FRANCISCO [CALIFORNIA]; UNITED STATES;

EID: 0035568094     PISSN: 14202026     EISSN: None     Source Type: Journal    
DOI: 10.1023/A:1013398219772     Document Type: Article

References (31)

1. M.A. Amouzegar and K. Moshirvaziri, Determining optimal pollution control policies: An application of bilevel programming, European Journal of Operational Research 119 (1999) 100-120.
2. Association of Bay Area Government, The San Francisco Bay area regional hazardous waste management plan (1989).
3. M.A. Amouzegar and S.E. Jacobsen, A decision support system for regional hazardous waste management alternatives, Journal of Applied Mathematics and Decision Sciences 2 (1998) 23-50.
4. M.A. Amouzegar and K. Moshirvaziri, A penalty method for linear bilevel programming problems, in Multilevel Optimization: Algorithms, Complexity and Applications, eds. A. Migdalas, M. Pardalos and P. Värbrand (Kluwer Academic Publishers, 1997) chapter 11.
5. J.F. Bard, Convex two level programming, Mathematical Programming 40 (1988) 15-27.
6. J. Bard and J. Moore, A branch and bound algorithm for the bilevel programming problem, SIAM Journal on Scientific and Statistical Computing 11 (1990) 281-292.
7. A. Brooke, D. Kendrick and A. Meerhaus, GAMS: A User's Guide (Boyd & Frazer).
8. G.B. Dantzig and P. Wolfe, Decomposition principle for linear programs, Operations Research 8 (1960) 101-111.
9. DPRA Incorporated, St. Paul, MN, Baseline and alternative waste management cost estimation for first third land disposal restriction, prepared for US EPA (1989).
10. DPRA Incorporated, St. Paul, MN, Baseline and alternative waste management cost estimation for third third land disposal restriction, prepared for US EPA (1989).
11. Environmental report, County torn over hazardous waste facility as North Carolina searches state for location, in: Environment Reporter, Vol. 21 (19 February 1991) pp. 1839-1849.
12. M. Hobbs, EPA threaten North Carolina, San Francisco Examiner 5 May 1991 (1991) p. A9.
13. G.W. Graves, G.B. Hatfield and A. Whinston, Water pollution control using by-pass piping, Water Resource Research 5(1) (1969) 13-47.
14. G.W. Graves, D.E. Pingry and A. Whinston, Application of a large scale nonlinear programming problem to pollution control, in: AFIPS (1971).
15. J.Y. Haimes, M.A. Kaplan and M.A. Husar, Jr., A multilevel approach to determining optimal taxation for the abatement of water pollution, Water Resource Research 8(4) (1972) 851-860.
16. J. Hall and S.E. Jacobsen, Development of an economic analytical frame work for solid waste policy analysis, Technical report, Office of Research and Monitoring, U.S. EPA, Washington, DC (1975).
17. P. Hansen, B. Jaumard and G. Savard, New branch and bound rules for linear bilevel programming, SIAM Journal on Scientific and Statistical Computing 13(5) (1992) 1194-1217.
18. J.E. Hass, Optimal taxing for the abatement of water pollution, Water Resource Research 6(2) (1970) 353-365.
19. R. Horst and H. Tuy, Global Optimization (Springer-Verlag, 1993).
20. S.E. Jacobsen, Mathematical Programming and the Computation of Optimal Taxes for Environmental Pollution Control, Lecture Notes in Computer Science, Vol. 41 (Springer-Verlag, 1975) pp. 337-352.
21. C.D. Kolstad, Empirical properties of economic incentives and command-and-control regulation for air pollution control, Land Economics 62(3) (1986) 250-268.
22. R.S. Larson, Staff report, Technical report, San Francisco Bay Area Hazardous Waste Management Facility Allocation Committee (1991).
23. L.B. Lave, Air pollution damage, in: Environmental Quality Analysis, eds. A. Kneese and B. Bower (The John Hopkins Press, 1973) pp. 213-244.
24. L.B. Lave, Methods of risk assessment, in: Quantitative Risk Assessment in Regulation, ed. L.B. Lave (The Brooking Institution, 1982) pp. 23-54.
25. J.C. Liebman and W.R. Lynn, The optimal allocation of stream dissolved oxygen, Water Resource Research 2(3) (1966) 581-591.
26. K. Moshirvaziri and M.A. Amouzegar, A MATLAB linear programming tool for use in global optimization algorithms, Technical Report ENG-95-146, Optimization and Communications Systems Laboratory, Department of Electrical Engineering, University of California, Los Angeles (1995).
27. K. Moshirvaziri, M.A. Amouzegar and S.E. Jacobsen, Test problem construction for linear bilevel programming problems, Journal of Global Optimization 8(3) (1996) 235-243.
28. Southern California Hazardous Waste Management Authority, The Southern California Hazardous Waste Management Plan (1989).
29. H. von Stackelberg, The Theory of the Market Economy (William Hodge and Company Ltd., London, 1952).
30. State of California, Assembly Bill AB2948 (1986). This bill formed Articles 3.5 and 8.7 of the Health and Safety Code.
31. L.N. Vicente and P.H. Calamai, Bilevel and multilevel programming: A bibliography review, Journal of Global Optimization 5(3) (1994).