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Acta Mathematicae Applicatae Sinica
0168-9673
2001 Issue 2
BIVARIATE ESTIMATION WITH LEFT-TRUNCATED DATA
sun liuquan (academy of mathematics and systems sciences; chinese academy of sciences; beijing 100080; china) ren haobao (department of probability and statistics; peking university; beijing 100871; china)
..............page:145-156
GLOBAL ATTRACTOR FOR THE NONLINEAR STRAIN WAVES IN ELASTIC WAVEGUIDES
dai zhengde (department of mathematics; yunnan university; kunming 650091; china) du xianyun (department of mathematics of teachers college of mianyang; mianyang 621000; china)
..............page:260-270
THE SINGULARLY PERTURBED PROBLEM FOR COMBUSTION REACTION DIFFUSION
mo jiaqi (department of mathematics; huzhou teachers college; huzhou 313000; china)
..............page:255-259
MULTIPLE POSITIVE SOLUTIONS TO BVPS FOR HIGHER ORDER NONLINEAR DIFFERENTIAL EQUATIONS IN BANACH SPACES
qi shishuo (department of mathematics; zhengzhou university; zhengzhou 450052; china)
..............page:271-278
A CLASS OF QUASILINEAR ELLIPTIC HEMIVARIATIONAL INEQUALITIES
liu zhenhai (department of mathematics; changsha university of electric power changsha 410077; china)
..............page:279-285
REMARKS ON BIFURCATIONS OF u"+μμ-u~κ = 0 (4 ≤ k∈Z~+)
li changpin (department of mathematics; shanghai university; shanghai 200436; china)
..............page:191-199
HIGH ACCURACY ANALYSIS OF ELLIPTIC EIGENVALUE PROBLEM FOR THE WILSON NONCONFORMING FINITE ELEMENT
wu dongsheng (institute of systems science; academy of mathematics and systems sciences; chinese academy of sciences; beijing 100080; china)
..............page:200-206
A NEW INTEGRAL INEQUALITY WITH POWER NONLINEARITY AND ITS DISCRETE ANALOGUE
yang enhao (department of mathematics; jinan university; guangzhou 510632; china)
..............page:233-239
BOUNDEDNESS, ASYMPTOTIC BEHAVIOR AND OSCILLATORY PROPERTIES FOR THE MODELS OF SINGLE-SPECIES POPULATION GROWTH WITH IMPULSIVE EFFECT
qi jiangang liu yansheng chen shaozhu (department of mathematics; shandong university; jinan 250100; china)
..............page:157-164
SOME RESULTS ON UNIVERSAL MINIMAL TOTAL DOMINATING FUNCTIONS
fang qizhi (department of applied mathematics; qingdao ocean university; qingdao 266003; china) cai maocheng (institute of systems science; the academy of mathematics and systems sciences; the chinese academy of sciences; beijing 100080; china)
..............page:165-172
on the -th largest eigenvalue of the laplacian matrix of a graph
zhang xiaodong li jiongsheng (department of mathematics; university of science and technology of china; hefei 230026; china)
..............page:183-190
on traveling waves of a generalized bistable equation
zhang ling hai
..............page:286-288
CONVERGENCE OF LINEAR MULTISTEP METHODS FOR TWO-PARAMETER SINGULAR PERTURBATION PROBLEMS
xiao aiguo li shoufu (department of mathematics; xiangtan university; xiangtan 411105; china fu hongyuan chen guangnan (institute of applied physics and computational mathematics; beijing 100088; china)
..............page:207-217
BEHAVIOUR OF SOLUTIONS OF THE QUASILINEAR WAVE EQUATIONS FOR MECHANISM WITH A BOUNDARY PISTON POSSESSING MASS
zeng youdong chen zuchi (department of mathematics; university of science and technology of china; hefei 230026; china)
..............page:247-254
ASYMPTOTIC BEHAVIOR OF MULTISTEP RUNGE-KUTTA METHODS FOR SYSTEMS OF DELAY DIFFERENTIAL EQUATIONS
zhang chengjian liao xiaoxin (department of mathematics; huazhong university of science and technology; wuhan 430074; china)
..............page:240-246
PARAMETER IDENTIFICATION BY MIXED SPECTRAL-PSEUDOSPECTRAL APPROXIMATIONS
guo benyu (school of mathematical sciences; shanghai normal university; shanghai 200234; china) cha ki hyun yonghoon kwon (department of mathematics; pohang university of science and technology pohang; korea)
..............page:218-232
A TYPE OF NEW POSTERIORI ERROR ESTIMATORS FOR STOKES PROBLEMS
luo zhendong (department of mathematics; capital normal university; beijing 100037; china) wang lieheng li yaru (institute of applied physics and computational mathematics; academy of mathematics and systems sciences; chinese academy of sciences; bei
..............page:173-182