1002-0942
2007 Issue 3
exponential factors and nondarbouxian integrability of the chen system
l tinghua (dept.of math.; shandong institute of business and tech.; yantai 261005; shandong)
l tinghua (dept.of math.; shandong institute of business and tech.; yantai 261005; shandong)
..............page:304-311
positive solutions of nonlinear fourth-order singular boundary value problems
l haiyan (dept.of math.; shandong university; jinan 250100) liu yansheng (dept.of math.; shandong normal university; jinan 250014)
l haiyan (dept.of math.; shandong university; jinan 250100) liu yansheng (dept.of math.; shandong normal university; jinan 250014)
..............page:288-296
oscillation theorem to systems of impulsive neutral delay parabolic partial differential equations
luo liping (dept.of math.; hengyang normal university; hengyang 421008; hunan) ouyang zigen (dept.of math.; nanhua university; hengyang 421001; hunan)
luo liping (dept.of math.; hengyang normal university; hengyang 421008; hunan) ouyang zigen (dept.of math.; nanhua university; hengyang 421001; hunan)
..............page:297-303
complex isochronicity of a sixth degree system
wang qinlong song shugang (dept.of information and math.; yangtze university; jingzhou 434023; hubei) liu yirong (dept.of math.; central south university; changsha; 410083)
wang qinlong song shugang (dept.of information and math.; yangtze university; jingzhou 434023; hubei) liu yirong (dept.of math.; central south university; changsha; 410083)
..............page:352-357
two-weight imbedding theorems in the space of differential forms
tong yuxia~1 gao hongya~2 gu jiantao~1 (1.college of science; hebei polytechnic university; tangshan 063009; hebei; 2.college of math.and computer science; hebei university; baoding 071002; hebei)
tong yuxia~1 gao hongya~2 gu jiantao~1 (1.college of science; hebei polytechnic university; tangshan 063009; hebei; 2.college of math.and computer science; hebei university; baoding 071002; hebei)
..............page:342-351
..............page:379
permanence of a periodic predator-prey system with general holling type functional response and stage structure for prey
chen lijuan (college of math.and computer science; fuzhou university; fuzhou 350002)
chen lijuan (college of math.and computer science; fuzhou university; fuzhou 350002)
..............page:253-263
..............page:2
hopf bifurcation of nonlinear advertising capital model with discrete and continuous time delayed feedback
gao rushan ruan jiong (research center and laboratory of mathematics for nonlinear science; department and institute of mathematics; fudan university; shanghai 200433)
gao rushan ruan jiong (research center and laboratory of mathematics for nonlinear science; department and institute of mathematics; fudan university; shanghai 200433)
..............page:264-272
periodic reaction and turbulence of chemical brusselator
sheng pingxing hu zhili (college of natural science; shanghai university; shanghai 200444)
sheng pingxing hu zhili (college of natural science; shanghai university; shanghai 200444)
..............page:332-341
existence and uniqueness of solutions to stochastic forest evolution system under non-lipschitz condition
ren yong~(1; 2) qin yan~2 xia ningmao~2 (1.dept.of math.; anhui normal university; wuhu 241000; anhui; 2.dept.of math.; east china university of sci.and tech.; shanghai 200237)
ren yong~(1; 2) qin yan~2 xia ningmao~2 (1.dept.of math.; anhui normal university; wuhu 241000; anhui; 2.dept.of math.; east china university of sci.and tech.; shanghai 200237)
..............page:319-331
periodic and almost periodic solutions of a certain infinite delay integral equation
ni hua (faculty of science; jiangsu university; zhenjiang 212013; jiangsu) lin faxing (college of math.and computer science; fuzhou university; fuzhou 350002)
ni hua (faculty of science; jiangsu university; zhenjiang 212013; jiangsu) lin faxing (college of math.and computer science; fuzhou university; fuzhou 350002)
..............page:312-318
globally asymptotic stability in a model for an annual plant
zhang decun shi bao yang shujie (institute of applied math.; naval aeronautical eng.institute; yantai 264001; shandong)
zhang decun shi bao yang shujie (institute of applied math.; naval aeronautical eng.institute; yantai 264001; shandong)
..............page:373-378
periodic solution to a class of second order neutral functional differential equation with a statement-dependent deviation variable
li lei~(1; 2) zhou zongfu~1 (1.school of math.and computation science; anhui university; hefei 230039; 2.shanghai taopu middle school; shanghai 200331)
li lei~(1; 2) zhou zongfu~1 (1.school of math.and computation science; anhui university; hefei 230039; 2.shanghai taopu middle school; shanghai 200331)
..............page:280-287
existence and uniqueness of the solution for nonlinear third-order robin boundary value problem with a turning point
yu zanping zhou zheyan school of math.and computer science; fujian normal university; fuzhou 350007) shen jianhe (dept.of applied mechanics and engineering; sun yat-sen university; guangzhou 510275)
yu zanping zhou zheyan school of math.and computer science; fujian normal university; fuzhou 350007) shen jianhe (dept.of applied mechanics and engineering; sun yat-sen university; guangzhou 510275)
..............page:365-372
the solvability for nonlinear singularly perturbed differential system
yao jingsun~1 chen lihua~2 mo jiaqi~(1; 3) (1.dept.of math.; anhui normal university; wuhu 241000 anhui; 2.dept.of math.; fuqing branch of fujian normal university; fuqing 350300; fujian; 3.dept.of math.; huzhou teachers college; huzhou 313000; zhejiang)
yao jingsun~1 chen lihua~2 mo jiaqi~(1; 3) (1.dept.of math.; anhui normal university; wuhu 241000 anhui; 2.dept.of math.; fuqing branch of fujian normal university; fuqing 350300; fujian; 3.dept.of math.; huzhou teachers college; huzhou 313000; zhejiang)
..............page:358-364
existence and uniqueness of the solution to the viscoelastic equations for koiter shells
li fushan~(1; 2) lin xiuli~1 (1.school of mathematical sciences; qufu normal university; qufu 273165; shandong; 2.institute of mathematics; fudan university; shanghai 200433)
li fushan~(1; 2) lin xiuli~1 (1.school of mathematical sciences; qufu normal university; qufu 273165; shandong; 2.institute of mathematics; fudan university; shanghai 200433)
..............page:273-279
..............page:379