a singularly perturbed eigenvalue robin problem with turning point of higher order
ouyang cheng (dept. of math.; huzhou teachers college; huzhou 313000)

..............page:48-52

a note on the solution to neumann boundary value problem of second order nonlinear differential equation
feng chun (institute of math.and applied math.; chongqing jiaotong university; chongqing 400074)

..............page:27-32

scale-invariant solution for fractional anomalous diffusion eouation
duan junsheng temuer chaolu (college of science; tianjin university of commerce; tianjin 300134; college of science; inner mongolia uiversity of technology; huhhot 010062)

..............page:21-26

INSTABILITY OF SOLUTIONS OF A CERTAIN NON-AUTONOMOUS VECTOR DIFFERENTIAL EQUATION OF EIGHTH-ORDER
cemil tunc (dept. of math.; faculty of arts and sciences; y zuo z zuo nc zuo yil university; 65080; van - turkey)

..............page:7-12

a sobolev-hardy inequality with application to a nonlinear elliptic equation
xie chaodong (dept. of economic and management; guizhou university for ethnic minorties; guizhou 550025) wu yun (dept. of applied math.; south china university of technology; guangzhou 510640)

..............page:69-74

positive solutions to a semilinear system of second-order two-point boundary value problems
yao qingliu (dept. of applied math.; nanjing university of finance and economics; nanjing 210003)

..............page:87-94

nontrivial solutions for a polyharmonic equation with singular term
xu jinquan (dept. of math.; huizhou university; huizhou 516015) yao yangxin (dept. of appl. math.; south china university of technology; guangzhou 510640)

..............page:75-80

oscillations of impulses delay differential equations with forcing term
zhang chaolong (dept. of computation science; zhongkai university of agriculture and technology; guangzhou 510225) yang jianfu (dept.of math.; south china normal university; guangzhou 510631) guo chengjun (dept. of basic science; guangdong technical college of water resource and electric engineering; guangzhou 510631)

..............page:95-100

oscillation criteria for higher-order impulsive hyperbolic system with distributed deviating arguments
zhu xianyang li yongkun lu linghong (dept. of math.; yunnan university; kunming 650091)

..............page:119-126

the uniqueness of solution for a kind of nonlinear impulsive integrodifferential equation
zhang kemei (dept. of math.; qufu normal university; qufu 273165)

..............page:101-112

a generalization of a retarded inequality and its applications
zhao ping meng fanwei (dept. of math.; qufu normal university; qufu 273165) zhao yan (college of science; jinan university; jinan 250022)

..............page:113-118

synchronization stability of complex connected networks with delays
ruan jiong cai hong (dept. of math.; laboratory of nonlinear model and method; fudan university; 200433 shanghai)

..............page:53-61

periodic solutions for higher order delay functional differential equation of neutral type with linear restoring terms
wang haiqing (college of science; tianjin polytechnic university; tianjin 300160) suo xiaohui (dept. of math.; heibei normal university; heibei 050016)

..............page:62-68

existence of positive periodic solution to a class of neutral delay competition model
chen fulai liao jiawu (dept. of math.; xiangnan university; chenzhou 423000) wen xianzhang (college of math; and computer science; hunan normal university; changsha 410081)

..............page:13-20

oscillation of certain nonlinear advanced difference equations
liu keying liu anping liu ting (school of math; and statistics; wuhan university; wuhan 430072; school of math; and physics; china university of geosciences; wuhan 430074)

..............page:33-39

generalized solution of singularly perturbed problems for reaction diffusion equations
yao jingsun mo jiaqi (dept. of math.; anhui normal university; wuhu 241000)

..............page:81-86

oblique derivative boundary value problems of mixed type equation
ma zhongtai xu guangshan (dept. of math.; shandong inst.of business and technology; yantai 264005)

..............page:40-47

two-point boundary value problem for a class of second-order difference equations
cai xiaochun (college of statistics; hunan university; changsha 410079)

..............page:1-6