PDF下载 分享
[1]王丙参,魏艳华,戴宁.确定与随机Logistic种群模型的比较研究[J].重庆师范大学学报(自然科学版),2015,32(02):88-94.[doi:10.11721/cqnuj20150218]
 WANG Bingcan,WEI Yanhua,DAI Ning.Comparative Study between Stochastic Logistic Model To Deterministic Logistic Model[J].期刊社,2015,32(02):88-94.[doi:10.11721/cqnuj20150218]
点击复制

确定与随机Logistic种群模型的比较研究

相似文献/References:

[1]徐昌进,陈大学. 具有时滞的Logistic模型的分支问题的频域分析 [J].重庆师范大学学报(自然科学版),2012,29(05):56.[doi:10.11721/cqnuj20120514]
 XU Chang-jin,CHEN Da-xue. Frequency Domain Analysis for Bifurcation in a Logistic Model with Delay [J].期刊社,2012,29(02):56.[doi:10.11721/cqnuj20120514]
[2]谢玲,李孝坤,余婷. 基于Logistic模型的农户集中居住意愿分析———以三峡库区(重庆段)部分区县为例 [J].重庆师范大学学报(自然科学版),2014,31(02):28.[doi:10.11721/cqnuj20140206]
 XIE Ling,LI Xiao-kun,YU Ting. Analysis of the Farmers Centralized Residence Intention Based on Logistic Model—Cases on The Three Gorges Reservoir Suburbs and Counties [J].期刊社,2014,31(02):28.[doi:10.11721/cqnuj20140206]
[3]李艳林,王晓云.具有改进Leslie-Gower和Holling III的3种群随机捕食-食饵系统的研究[J].重庆师范大学学报(自然科学版),2020,37(02):91.[doi:10.11721/cqnuj20200217]
 LI Yanlin,WANG Xiaoyun.Study on a Stochastic Three Species Predator-Prey System with Modified Leslie-Gower and Holling-Type III Schemes[J].期刊社,2020,37(02):91.[doi:10.11721/cqnuj20200217]

更新日期/Last Update: 2015-03-23