线性规划和它有关的技巧,正日益为林业设计、规划和编制预算所应用。在实际应用中必须注意,随着模型的运用所接触到的各种假设,要保证不能有太大的偏差。在考虑森林和林产品可供利用的许多途径时,经常产生这样的一个问题:“什么是最好的抉择?”由于可供选择的项目很多,各林产品之间又互相影响,情况复杂,社会上对森林和林产品的需求,往往相互抵触。在这种情况下,要得到理想的答案几乎是不可能的。数学规划作为一种决策工具,可以为管理人员提供某种帮助。 Linear programming and its related skills are increasingly being applied in the design, planning and budgeting of forestry. In practice, care must be taken not to deviate too much from the various assumptions that come into play with the application of the model. When considering many ways in which forests and forest products can be used, one such issue often arises: “What is the best choice?” Because of the large number of options available and the various forest products interacting with one another, the situation Complex and social needs for forests and forest products often contradict each other. In this case, it is almost impossible to get the ideal answer. Mathematical programming as a decision-making tool can provide some help to managers.