Optimal model of agricultural structure

Authors:
Wang Deji;Xu Bo;Li Guangcai;Chen Guoqun
Affiliations:
PetroChina Pipeline Research and Development Center, Langfang city, China and Institute of Intelligent Machines, Chinese Academy of Science, Hefei, China and Training Centre of National Tobacco Mo ...;PetroChina Pipeline Research and Development Center, Langfang city, China;Training Centre of National Tobacco Monopoly Bureau, Zhengzhou city, China;PetroChina Pipeline Research and Development Center, Langfang city, China
Venue:
CCDC'09 Proceedings of the 21st annual international conference on Chinese control and decision conference
Year:
2009

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Abstract

Optimal Model of Agricultural Structures is important in solving the "san nong" problem. In this paper, we introduce the yield function and price function of the product, which are regressed from the samples by SVM, into the genetic algorithm as the fitness function. This is a novel method for solving the Optimal Model of the Agricultural Structures. At last we put the method into Optimal Model Agricultural Structures for Hefei city and get the ideal result.