forced oscillation for general differential equations
ravi p. agarwal (dept. of mathematical sciences; florida institute of technology; melbourne; fl 32901; u.s.a.) said r. grace (dept. of engineering math.; faculty of engineering; cairo university; orman; giza 12221; egypt) donal o regan (dept. of math.; national university of ireland; galway; ireland)
..............page:50-61
the solvability for heat conductive problem with boundary perturbation
mo jiaqi chen xianfeng xie feng ( dept. of math.; anhui normal university; wuhu 241000; anhui; dept. of math.; huzhou teachers college; huzhou 313000; zhejiang; dept. of math.; shanghai jiaotong university; shanghai 200240; dept. of applied math.; donghua university; shanghai 200051; division of computational science; e-institutes of shanghai universities at sjtu; shanghai 200240)
..............page:45-49
..............page:119-126
..............page:96-103
globally asymptotic stability of multi-delayed neural networks
zhou jianping zhao feng wang linshan (school of computer science; anhui university of technology; ma anshan 243002; anhui; school of mathematical sciences; liaocheng university; liaocheng 252059; shandong; dept. of math.; ocean university of china; qingdao 266071; shandong)
..............page:113-118
..............page:104-112