摘要
在线性规划理论的基础上,结合围海工程围区开发实际,提出多目标决策线性规划数学模型.在建立多目标线性规划的数学模型中,引进了权系数法和优先层次法,并综合两者的特点以使模型的解能达到最优.对福建省莆田后海围区农业开发实例进行研究,结果表明,应用多目标线性规划数学模型求解围区农业区最优规划面积是可行的.
From the real situation of exploitation in reclaimed area, a mathematical model of multi-objective linear programming was put forward based on the theory of linear programming. In this model, the weight coefficient method and priority analytical hierarchy process were introduced to obtain the optimal solution. Case study on agricultural exploitation in Houhai reclaimed area in Putian City of Fujian Province shows that the model is feasible for optimal planning for reclamation projects.
出处
《河海大学学报（自然科学版）》
CAS
CSCD
北大核心
2006年第3期325-328,共4页
Journal of Hohai University(Natural Sciences)
关键词
围海工程
多目标线性规划
权系数法
优先层次法
reclamation project
multi-objective linear programming
weight coefficient method
priority analytical hierarchy process
