在时间-费用关系为非线性的假设下，建立求网络计划最低成本日程的优化模型。
An optimization model to find the lowest budget schedule of network planning is established under the assumption that the time-cost relationship is nonlinear.
给出了一个模糊网络最低成本日程优化的实例计算，通过实例计算说明了计算的新方法。
And it also presents an example calculation of optimizing minimum cost time limit for fuzzy network to explain this new method.
本文基于关键路线和次关键路线的概念，建立了网络计划最低成本日程的模型，并提出一种求解该模型的新算法。理论分析和实际计算表明，它简单、易行、效果好。
Based on the concepts of both critical paths and suberitical paths. a model for the least cost scheduling in network project is built, and a new algorithm for solving this model is proposed.
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