Stability and Hopf Bifurcation of a Kind of Pinus Koraiensis Ecological System with Time Delay
CHEN Xi-xi;SONG Guo-hua;WANG Xiao-jing;LI Ze-yu;School of Science;Beijing University of Civil Engineering and Architecture;Canvard College;Beijing Technology and Business University;

..............page:577-585

Dynamical Behavior of A Single-Species Population Model in A Polluted Environment
LV Shi-liang;ZHAO Jian-dong;School of Mathematics and Statistics Science;Ludong University;

..............page:586-596

Backward Bifurcation of a TB Model with Exogenous Reinfection
YANGYa-li;GUO Chen-ping;HUANG Li-hang;LI Jian-quan;Science College;Air Force Engineering University;College of Mathematics and Information Science;Shaanxi Normal University;

..............page:597-602

Stability and Hopf Bifurcation of An Eco-Epidemiological Model with Time Delay and a Nonlinear Incidence Rate
SUN Mei-ci;XU Rui;Institute of Applied Mathematics;Mechanical Engineering College;

..............page:603-612

Empirical Bayes Test for the Continuous One-parameter Exponential Family with Error of Measurement
PENG Jia-long;YUAN Ying;LI Shun-bo;Department of Mathematics;Xi’an University of Architecture and Technology;

..............page:613-620

Stability and Hopf Bifurcation of a Holling Type Ⅳ Predator-Prey System with Diecrete and Distribute Delays
XUE Ya-kui;YUAN Xin-peng;DUAN Xia-feng;Department of Mathematics;North University of China;

..............page:621-626

Dynamic Properties of a H7N9 Avian Flu Model Based on the Low Pathogenicity in Poultry
CHEN Yong-xue;College of Computer and Information Science;Fujian Agriculture and Forestry University;

..............page:627-634

Model of Wheat’s Plant Height Component Indexes and Stalk Flexural Capacity
ZHANG Xu;QIN Feng;LI Zheng-jiang;YUAN Rong-chang;MA Hui-qin;China Agricultural University;College of agriculture and biotechnology;College of Engineering;University at Buffalo;the State University of New York;China Electric Power Research Institute;

..............page:635-640

Persistence of a Predator-Prey System with Modified Leslie-Gower
XU Guo-ming;Faculty of Mathematics;Baotou Teachers College;

..............page:641-646

A Stochastic Predator-Prey Model with Gompertz-Type Growth Rate
YAO Jiao-jiao;ZHANG Shu-wen;School of sciences;Jimei University;

..............page:647-652

Global Stability for a Modified Leslie-Gower Food Chain Model with Infinite Delay and Discrete Delays
WANG Yu-quan;PAN Xiao-hong;School of Applied Mathematics;Nanjing University of Finance and Economics;

..............page:653-657

Harmless Delay in a Stage-Structure SIS Epidemic Model with Infectious Period and Vertical Transmission
LIU Ye;PEI Yong-zhen;LI Chang-guo;Department of Basic Science;Shaanxi Fashion Engineering University;School of Science;Tianjin Polytechnic University;Department of Basic Science;Military Transportation University;

..............page:658-662

Stability of a Class of Epidemic Model with Latent Period
SUN Xiao-Ke;MA Cao-Chuan;School of Mathematics and Statistics;Tianshui Normal University;

..............page:663-667

Oscillatory and Asymptotic Behavior for Second-Order Nonlinear Neutral Dynamic Equations With Negative Disturbed Term
HAN Zhong-yue;College of Mathematical Sciences;Dezhou University;

..............page:668-676

Analysis of Heavy Metals Pollustion of Surface Soil Based on the Statistical Method
XING Shuang-yun;ZHAO De-ping;XU Jing-ke;ZHANG Yu;College of Science;Shenyang Jianzhu University;Information & Control Engineering Faculty;Shenyang Jianzhu University;Science and Technology Dept;Shenyang Jianzhu University;

..............page:677-681

Existence of Positive Periodic Solution for An Impulsive Predator-Prey Dispertion System with Holling-Type Ⅳ Functional Response
ZHANG Xiao-ying;CHAI Shu-gen;School of Arts and Sciences;Shanxi Agriculture University;School of Mathematical Science;Shanxi University;

..............page:682-690

Permanence of A Population Model with Feedback Control and Distributed Time Delay
YANG Yi;XIANG Chang-cheng;FANG Zhuang;College of Science;Hubei University for Nationalities;

..............page:691-699

Blocked 3×2 Cross-Validation Estimator of Prediction Error——A Simulated Comparative Study Based on Biological Data
LI Ji-hong;HU Jun-yan;Wang Yu;Computer Center;Shanxi University;School of Mathematical Sciences;Shanxi University;

..............page:700-710

Global Blow-up for a Localized Nonlinear Parabolic System with a Nonlocal Boundary Condition
SONG Hui;ZENG You-dong;College of Mathematics and Computer Science;Fuzhou University;

..............page:711-717

Global Behavior of Solutions in a Diffusive Eco-Epidemiological Model with Disease and Vertical Infection in the Prey
CHEN An-ning;XU Wan-yin;School of Mathematics and Statistics;Longdong University;

..............page:718-726

Permanence and Extinction of a Nonautonomous Predator-Prey System Incorporating Prey Refuge and Rosenzweig Functional Response
WU Yu-min;CHEN Feng-de;MA Zhao-zhi;LIN Yu-hua;College of Basic Science;Shengli College of China University of Petroleum;College of Mathematics and Computer Science;Fuzhou University;

..............page:727-731

A Virus Dynamics Model with Immune Response and Holling Ⅱ Incidence
HU Xin-li;REN Zhe;ZHANG Yang;School of Science;Xi’an Polytechnic University;

..............page:732-738

Oscillation of Nonlinear Impulsive Hyperbolic Equations of Neutral Type
YANG Ji-chen;WANG Miao;ZHANG Xia;LIU An-ping;School of Mathematics and Physics;China University of Geosciences;

..............page:739-743

Qualitative Analysis of a SEIS Model with Nonlinear Incidence Rate
YANG Yu;WANG Jian;School of Science and Technology;Zhejiang International Studies University;

..............page:744-750

Blow up of Solutions for a Parabolic System with Weighted Nonlocal Sources and Absorptions
GUO Qiu-xiang;ZENG You-dong;College of Mathematics and Computer Science;Fuzhou University;

..............page:751-757

《JOURNAL OF BIOMATHEMATICS》Volume 29 2014 CONTENTS

..............page:759-768

gong gao

..............page:770