Reed, William J.Errico, Darrell2009-08-142009-08-1419852009-08-14http://hdl.handle.net/1828/1516The harvest scheduling problem customarily known as Model II can be reformulated using a dynamic equation, and solved in two ways using linear programming. Viewing the problem in this way offers many insights and is convenient for deriving extensions to the basic problem. Extensions include the risk of catastrophic loss through fire; the problem of a changing land base; and the imposition of area constraints on the forest. An economic interpretation of certain dual variables in one of the solution methods is given. The mathematical equivalence of the standard Model II linear program, and the dynamic equation formulation is demonstrated and the numerical efficiency of the various methods is examined for simple problems.enharvest schedulinglinear programmingfire risktechnical reports (mathematics and statistics)Technical ReportDepartment of MathematicsDepartment of Mathematics and Statistics