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Optimizing ship berthing. (English) Zbl 0800.90579

90B35 Deterministic scheduling theory in operations research
90C90 Applications of mathematical programming
90B90 Case-oriented studies in operations research
Full Text: DOI
[1] Bausch, OR/MS Today 15 (1988)
[2] Bisschop, Mathematical Programming Studies 20 (1982)
[3] , and , GAMS: A User’s Guide, Scientific Press, 1988.
[4] and , ”Design and Implementation of a Large-scale (Mixed-Integer) Optimization System,” ORSA/TIMS, Las Vegas, Nevada, November 1975.
[5] and , ”Dynamic Factorization in Large-Scale Optimization,” Mathematical Programming (to be published). · Zbl 0803.90085
[6] COMNAVSTANORVA, Naval Station Norfolk, Virginia Letter 3126:Serial 03/2456 to Superintendent, Naval Postgraduate School, Monterey, California, Subject: Operations Analysis Study of Berthing at Naval Station Piers; Request for, 10 November 1987.
[7] COMNAVSURFLANT, Naval Surface Force, U.S. Atlantic Fleet Letter 3120:Serial N321/4391 to Commanding Officer, Naval Station, Norfolk, Virginia, Subject: Port Loading, 9 April 1987.
[8] Defense Mapping Agency, Fleet Guide, Hampton Roads (13th ed.), Publication 940 Chapter 5, Hydrographic/Topographic Center, 1986.
[9] Jane’s Fighting Ships 1988–89, Jane’s Yearbooks, London, 1988.
[10] NARDAC, Naval Regional Data Automation Center San Diego. Document No. UDX146I FD-01, Bases and Stations Information Systems (BASIS), Functional Description for Port Services Draft, January 1988.
[11] Navy, Department of, NWP-7 (Rev. A). Operational Reports. November 1981.
[12] Prospective Commanding Officer Briefing Draft. Naval Station Norfolk, VA. June 1988.
[13] Silicon Valley Software, Inc., SVS C3 FORTRAN 77TM, San Mateo, CA 1992.
[14] ”Optimal Ship Berthing Plans,” Masters Thesis. Naval Postgraduate School, Monterey. CA, March 1989.
[15] SURFSKED an Optimization Aid for Surface Combatant Interdeployment Scheduling, Masters thesis. Naval Postgraduate School. Monterey. CA. September 1986.
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