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1、用线性规划进行收获调整到目前为止所提出的各种收获调整法主要想通过在某期间内认为各自理想的途径,以达到打算实现某种状态的规划。如用林龄空间理论考察时,由现有林龄配置 a_0经过 n 分期后转移到~an,但各种收获调整法相应地却可定为不同的途径 a_0→~an,平分法就是其中的一个,还有一个就是法正蓄积法。如果这样来考虑,在这样点的变迁当中,于是产生究竟什么样的经营目的最适合的问题。但采取什么样的经营目的都一样。因此,为了简化,以在此期间收获最大做为目的来说明。
1. Gains and Losses Adjustments with Linear Programming The various approaches to rewards and rewards proposed so far mainly aim at achieving a plan that states to achieve some sort of status by considering what they consider to be ideal within a certain period of time. For example, when using the theory of forest age space, the existing forest age allocation a_0 will be transferred to ~ an through n-stage, but various harvest adjustment methods can be defined as different paths a_0 → ~ an, among which One, and one is the law is accumulating law. If this is the case, in such a vicissitude, what kind of business purpose is the most suitable one? But what kind of business purposes are the same. Therefore, for the sake of simplification, it will be explained with the purpose of gaining the maximum during this period.