Tailoring A Decomposition Method To A Large Forest Management Scheduling Problem In Northern Ontario.

References

• Barros, O. and A. Weintraub. 1982. Planning for a vertically integrated forest industry. Oper. Res. 30(6): 1168–1183.
   Google Scholar
• Berck, P., and T. Bible. 1984. Solving and interpreting large-scale harvest scheduling problems by duality and decomposition. Forest Science 30(1): 173–182.
   Google Scholar
• Blight, G. 1992. Hearst Forest Management Inc., Hearst, Ontario. Personal Communication.
   Google Scholar
• Campbell, K. L. 1989. Selected forestry statistics, Ontario: 1989. Forestry Canada Miscellaneous Report No. 98.
   Google Scholar
• Fisher, M. L. 1985. An applications oriented guide to Lagrangian relaxation. Interfaces 15(2): 10–21.
   Google Scholar
• Fisher, M. L. 1981. The Lagrangian relaxation method for solving integer programming problems. Management Science 27(1): 1–18.
   Google Scholar
• Garcia, O. 1991. LP and related approaches in forest planning. IFORS’90 12th Triennial Conference of the International Federations of Operations Research Societies, Athens, Greece, June 25–29, 1990.
   Google Scholar
• Gunn, E. A. and à. K. Rai. 1987. Modelling and decomposition for planning long-term forest harvesting in an integrated industry structure. Canadian Journal of Forestry Research 17: 1507–1518.
   Google Scholar
• Gunn, E. A., M. Thorburn, and A.K. Rai. 1988. A decomposition method based on the augmented Lagrangian. INFOR 26(2): 91–113.
   Google Scholar
• Hauer, G. 1988. Modeling regional timber supply in Ontario’s northern region. Ontario Forest Research Committee Symposium on Forest Investment: A Critical Look, Thunder Bay, Ontario, Nov. 15–16, 1988.
   Google Scholar
• Hauer, G. 1993. Timber Management Scheduling With Multiple Markets and Multiple Products. M.S. Thesis, University of Minnesota, 122 pp.
   Google Scholar
• Held, M. and R. M. Karp. 1970. The travelling-salesman problem and minimum spanning trees: Part II. Math. Prog. 1:6–25.
   Google Scholar
• Held, M., P. Wolfe, and H. Crowder. 1974. Validation of subgradient optimization. Math. Prog. 6:62–88.
   Google Scholar
• Ho, J. K. and E. Loute. 1983. Computational experience with advanced implementation of decomposition algorithms for linear programming. Math. Prog. 27: 283–290.
   Google Scholar
• Hoganson, H. M. 1981. Timber management scheduling under uncertainty: two alternative approaches. Ph.D. Thesis, University of Minnesota. 150 pp.
   Google Scholar
• Hoganson, H. M. 1987. Achieving wood energy potentials: evidence in northeastern Minnesota. In: Achieving wood energy potentials: evidence in northeastern Minnesota. " Compiled by: D. P. Bradley and D. C. Lothner. North Central Forest Experiment Station General Technical Report NC-114, USDA Forest Service, St. Paul MN. pp 13–30.
   Google Scholar
• Hoganson, H. M. and D. W. Rose. 1984. A simulation approach to optimal timber management scheduling. Forest Science 30(l):220–238.
   Google Scholar
• Hoganson, H. M. and D. W. Rose. 1989. DUALPLAN Version 1.0 User’s Manual. University of Minnesota Department of Forest Resources Staff Series Paper No. 73. 48 pp.
   Google Scholar
• Hoganson, H. M. and D. C. Kapple. 1991. DTRAN Version 1.0: A multi-market timber supply model user’s guide. University of Minnesota Department of Forest Resources Staff Series Paper No. 66.
   Google Scholar
• Johnson, K.N. and E.L. Scheurman. 1977. Techniques for prescribing optimal timber harvest and investment under different objectives-discussion and synthesis. Forest Science Monograph. 18 31 pp.
   Google Scholar
• Kent, B.M., J.W. Kelly, and W.R. Flowers. 1985. Experience with the solution of USDA Forest Service FORPLAN models. Society of American Foresters, Symposium on Systems Analysis in Forest Resources, Athens, Georgia, Dec. 9–11, 1985.
   Google Scholar
• Lüittschwager, J. M. and T. H. Tcheng. 1967. Solution of a large-scale forestry scheduling problem by linear programming decomposition. Journal of Forestry 65: 644–646.
   Google Scholar
• Nazareth, L. 1980. A land management model using Dantzig-Wolfe decomposition. Management Science 26(5): 510–523.
   Google Scholar
• Ontario Ministry of Natural Resources. 1986. The forest resources of Ontario, 1986. 100 p.
   Google Scholar
• Ontario Ministry of Natural Resources. 1990. Wood supply analysis for the Hearst Economic Community. Northern Region Report. 18 pp.
   Google Scholar
• Orchard-Hays, W. 1973. Practical problems in LP decomposition and a standardized phase I decomposition as a tool for solving large scale problems. In: Himmelblau, D.M. (ed.) Decomposition of large-scale problems. North-Holland, Amsterdam, p. 153–166.
   Google Scholar
• Paredes V., G.L. and J. D. Brodie. 1988. Activity Analysis in Forest Planning. Forest Science 34(1):3–18.
   Google Scholar
• Paredes V., G.L. and J. D. Brodie. 1989. Land Value and the Linkage between stand and forest level analyses. Land Economics 65(2):158–166.
   Google Scholar
• Salinas, O. and L. O. Eriksson. 1989. Management variation and price expectations in an intertemporal forest sector model. Natural Resources Modeling 3(3): 385–398.
   Google Scholar
• Wang, E., T. Erdle, and T. Roussell. 1987J FORMAN wood supply model user’s manual, version 2.1. N.B. Dep. Nat. Resources and Energy. Fredricton, N.B. 61 p. Unpublished Report
   Google Scholar
• Williams, D. H. 1976. Integrating stand and forest models for decision analysis. Ph.D. Thesis, Univeristy of British Columbia. 183 pp.
   Google Scholar