s形曲线在经济评价中的一些应用

F.A. Watson ∗, F.A. Holland
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引用次数: 1

摘要

讨论了s型曲线在企业决策中的重要性,并给出了s型曲线方程拟合的简单方法。本文提出了著名的logistic曲线和Gompertz曲线的原始适应性,并通过实例表明,前者可以近似于累积正态分布曲线,而后者适合于三角形分布的累积概率曲线。用这样的曲线来分析提出的商业战略和估计实现给定的净现值和贴现现金流回报率的概率,通过一个主要的例子来说明。这表明,为了对盈利能力、所需营运资金、项目寿命、风险评估等商业因素进行数值评估,不需要昂贵的计算设备。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Some uses of S-shaped curves in economic appraisal

The importance of S-shaped curves in business decision making is discussed and simple methods of fitting equations to such curves are presented. Original adaptations of the well known logistics and Gompertz curves are presented and it is shown by worked examples that the former can be used as an approximation to the cumulative normal distribution curve while the latter is suited to the cumulative probability curve of triangular distributions. The use of such curves in analysing a proposed business strategy and estimating the probability of achieving given values of net present value and discounted cash flow rate of return are illustrated by a major example. This shows that expensive computational equipment is not necessary in order to make numerate assessments of such business factors as profitability, working capital required, project life, risk assessment, etc.

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