generalized steiner triple systems with group size g 0, 3 (mod 6)
gen-nian gedepartment of mathematics; suzhou university; suzhou 215006; china

..............page:561-568

linear volterra integral equations
m. federson; r. bianconi; l. barbantidepartment of mathematics; university of sao paulo; cp 668; 13560-970 sp; brazil department of mathematics; university of sao paulo. cp 66281; 05315-970 sp; brazil

..............page:553-560

markov skeleton processes and applications to queueing systems
zhen-ting houschool of mathematical sciences and computing technology; central south university. changsha 410075; china

..............page:537-552

convergence of a stochastic method for the modeling of polymeric fluids
weinan e; tie-jun li; ping-wen zhangdepartment of mathematics and pacm; princeton university; princeton; nj 08544; usakey laboratory of pure and applied mathematics; school of mathematical sciences; peking university; beijing 100871; china

..............page:529-536

an sis epidemic model with stage structure and a delay
yan-ni xiao; lan-sun chenacademy of mathematics and system sciences; chinese academy of sciences. beijing 100080. china

..............page:607-618

on the existence of nontrivial solutions of quasi-asymptotically linear problem for the p-laplacian
zhi-hui chen; yao-tian shendepartment of applied mathematics; south china university of technology; guangzhou 510640; china

..............page:599-606

error of one-leg methods for singular perturbation problems with delays
si-qing gan; geng sundepartment of computer science and technology; tsinghua university; beijing 100084; chinaacademy of mathematics and system sciences; chinese academy of sciences; beijing 100080; china

..............page:629-640

spatial nonparametric regression estimation: non-isotropic case
zu-di lu; xing cheninstitute of systems science; academy of mathematics and systems sciences; chinese academy of sciences. beijing 100080; chinadepartment of statistics; yunnan university; kunming 650091; china

..............page:641-656

extension of some classical results on ruin probability to delayed renewal model
chun su; tao jiang; qi-he tangdepartment of statistics and finance; university of science and technology of china; hefei 230026

..............page:675-680

cycles containing a given arc in regular multipartite tournaments
guo-fei zhou; ke-min zhangdepartment of mathematics; nanjing university; nanjing 210093; china

..............page:681-684

the average widths and non-linear widths of the classes of multivariate functions with bounded moduli of smoothness
yong-ping liu; gui-qiao xudepartment of mathematics; beijing normal university; beijing 100875; china department of mathematics; tianjin normal univesity; tianjin 300074. china

..............page:663-674

variational description for the generating function method of first kind
ya-juan sun; meng-zhao qinacademy of mathematics and system sciences; chinese academy of sciences; beijing 100080; china

..............page:693-702

on nonexistence of algebraic curve solutions to second-order polynomial autonomous systems over the complex field
zhao-sheng fengdepartment of mathematics. texas a&m university; college station; tx 77843; usa

..............page:657-662

some results for classical risk process with stochastic return on investments
guo-jing wang; rong wudepartment of mathematics; suzhou university; suzhou 215006; china department of mathematics; nankai univercity; tianjin 300071; china

..............page:685-692

well-posedness and global attractors for the burgers-ginzburg-landau equations
bo-ling guo; hai-yang huangcenter of nonlinear studies; institute of applied physics and computational mathematics. p.o. box 8009. beijing 100088; chinadepartment of mathematics. beijing normal university; beijing 100875; china

..............page:579-588

on eigenvalue intervals and eigenfunctions of nonresonance singular dirichlet boundary value problems
zhao-cai haodepartment of mathematics; qufu normal university; qufu 273165; china

..............page:569-578

on boundary stability of wave equations with variable coefficients
yu-xia guo; peng-fei yaodepartment of mathematics; tsinghua university; beijing 100084; china; institute of system sciences. academy of mathematics and system sciences; chinese academy of sciences; beijing 100080; china

..............page:589-598

periodic solutions of a model of mitosis in prog eggs
bei-ye feng; zuo-huan zhenginstitute of applied mathematics; academy of mathematics and system sciences; chinese academy of sciences beijing 100080; china

..............page:625-628

nonlinear doob-meyer decomposition for general filtration
qing-quan linchina financial policy research center; school of finace; renmin university of china; beijing 100872. china

..............page:619-624