Journal of Biomathematics 1996 Issue 4 Convergence in Continuous Hopfield Neural Network with Delays

Convergence in Continuous Hopfield Neural Network with Delays
Cao Jinde;Li Qiong

..............page:12-15

yi lei bo shi - bei bo shi xi tong zhou qi jie de cun zai xing
Xu Jianhua

..............page:117-120

chao shi she ji de duo yuan fen xi
Zhang Ze

..............page:83-87

zai xi bao han zhi ti shu mu bu jun fen lie bu tong bu tiao jian xia tu bian zhi ti sui xi bao fen lie er chuan di de mo shi
Wei Yong;Tang Zesheng;Cheng Guozhong

..............page:52-57

yi ge ren ti yun dong de shu xue mo xing
Zhang Dingguo

..............page:125-130

guan gai shui dao sheng chang fa yu he qian li chan liang de mo ni mo xing
Zheng Zhiming;Yan Lijiao;M J Kropff;H H van Laar (Department of Theoretical Production Ecology;Wageningen Agric

..............page:139-145

yong zhu cheng fen fen xi fa fen xi jin chi ye e ya ke ge xing zhuang dui fen lei de zhong yao xing he xing zhuang bian yi fang xiang
Zhou jingyu;et al．

..............page:77-82

kun chong zhong qun de sheng chang kuo san mo xing yan jiu
Zhou Guofa Abtract:An insect population dynamics model incorporating growth and dispersion was proposed．According to the growth equation and the form of dispersion，different form of mo

..............page:172-175

logistic fang cheng can shu gu ji zhong de cuo wu yu xiu zheng
Tang Qiyi;Hu Guowen;Feng Mingguang;Hu Yang

..............page:135-138

gao deng zhi wu lin suan xi chun shi bing tong suan zuo hua mei ju he tai ke ni bian hua de shu xue mo xing ji qi ding xing fen xi
Xi Gang;Zhang Zhenying;Li Tianyu

..............page:112-116

you xian map ob lian ke tiao de zhu ji
Liu Daopu

..............page:71-76

zhe jiang sheng zao zuo dao qu shi pin zhong ( xi ) bai ye ku bing kang xing wen ding xing yan jiu
Guo Yinyan;Tal Rongxiang;Guo Hongming;Hu Bingmin;Chen Kunrong

..............page:58-64

zhong zi meng fa yu xiu mian de zi lin suan hua dan bai ji mei kong zhi ji zhi de shu xue mo xing ji qi fen xi
Xi Gang;Zheng Zhanying;Li Tianyu

..............page:48-51

xiao mai qin ben jian yi chuan ju li yu ce za zhong you shi ke xing xing de yan jiu
Xiao Yangshu;Yang Qianjin;Zhao Chensong;Fan Rongxi

..............page:229-231

ji yin zuo zi chong zai an hui de shou ci ding zhong ji gan ran qing kuang de shu xue fen xi
Liao Shengfa;Lu Fenglin;Li Peiyin;Wang Jianlin

..............page:95-101

the optimum dosage regimen of intravenous infusion for drugs obeying parallel first-order and michaelis-menten elimination kinetics
Ding Yong（Department of Biomathematics，Nanjing Medical University，Nanjing 210029）

..............page:6-11

zheng jiao she ji zai mao bai yang zai pei ji shu yan jiu zhong de ying yong
Li Shuling;Hou Jianzhi

..............page:88-94

er zhong dao fei shi dui ji zhu ji dan fei mi du shi ying xing de bi jiao yan jiu
Li Guiting;Cheng Xianyu

..............page:146-151

ju shi zhi n wei lotka-volterra gong cun xi tong de quan ju wen ding xing
Chen Ning

..............page:202-205

yi lei ju holling lei gong neng xing fan ying qie cun zai liang ge ji xian huan de bo shi xi tong de ding xing fen xi
Zhang Juan;Ma Zhien

..............page:37-42

yi se piao chong you chong dui tao yi dian ban ye chan bo shi zuo yong de yan jiu
Yang Chuncai;Wu Xiqin;Cai Yanpin

..............page:196-201

ying yong yao wu dong li xue ping jia an ( yi ji bing xing ) mi shi guo cheng xiao chu yao wu de gei yao fang an : jing mai dian di
Li Xia;et al．

..............page:131-134

ju you nei zai dai xie de wei sheng wu lian xu pei yang shu xue mo xing ji jie de quan ju wen ding xing
Song Guohua;Zhu Rongsheng;Li Xiuqin

..............page:27-30

A Technique to Analyse Succession Data from Permanent Plots
Zhang Jintun（Department of Biologicaal Science;Shanxi University;Taiyuan 030006）

..............page:1-5

ji lin sheng ren ti shen gao yu yi chuan ji huan jing guan xi de shu liang fen xi
Bao Zhijuan;Gai Ping

..............page:102-104

da bie shan bei po luo ye kuo ye lin de wu zhong duo yang xing
Yuan Yi;Chai Yongli

..............page:167-171

an ( yi ji bing xing ) mi shi guo cheng xiao chu yao wu de wen tai xing zhi fen xi de shu zhi jie fa
Guo Zheng;et al.

..............page:210-214

renyi guang yi zuo de ju xian xing
Wang Zhengya Abtract:This paper explained the definitions and meanings of the generalized entropy;and discussed the corresponding relation of the various orders of generalized entropy with

..............page:20-26

guang yi kolmogorov mo xing de lyapunov han shu gou zao xin suan fa ji qi ying yong
Li Dongmei;Xie Enhui;Tan Xuan;Wan Weimin

..............page:180-187

yi lei sheng tai xi tong de ping heng dian de jue dui wen ding xing
Wang Peiguang

..............page:152-155

zhi wu zhong zhi zi yuan dong tai bao cun de shu xue fen xi
Li Qiwen;Xie Jijian;Meng Jinling

..............page:105-111

guang yi lyapunov han shu yu wei fen xi tong guan yu liang zhong liang du de xiang dui wen ding ( )
Shang Lijun;Dang Xinyi;Shang Liqun

..............page:43-47

kun chong zhong qun diao cha chou yang fang fa de ji dian tan tao
Miao Yong;Wang Weiyun

..............page:206-209

yi lei ju you holling gong neng xing fan ying de sheng tai xi tong de ding xing fen xi
Wu Peilin