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Chinese Annals of Mathematics
1000-8314
2005 Issue 5
CONVERGENCE THEOREMS FOR ASYMPTOTICALLY PSEUDOCONTRACTIVE MAPPING
shen zifei yang minbo wang yaqin department of mathematics; zhejiang normal university; jinhua; zhejiang 321004; china; beijing institute of information and control; beijing 100037; china. department of mathematics; zhejiang normal university; jinhua; zhejiang 321004; china.
..............page:79-84
EXISTENCE RESULTS OF POSITIVE SOLUTIONS FOR A CLASS OF p-LAPLACIAN SYSTEMS
yang guoying wang mingxin department of mathematics; southeast university; nanjing 210018; china. department of mathematics; xuzhou normal university; xuzhou 221116; jiangsu; china; department of mathematics; southeast university; nanjing 210018; china.
..............page:35-42
THE GENERALIZED ROPER-SUFFRIDGE EXTENSION OPERATOR ON A REINHARDT DOMAIN AND THE UNIT BALL IN A COMPLEX HILBERT SPACE
liu xiaosong liu taishun department of mathematics; university of science and technology of china; hefei 230026; china; college of mathematics and computing science; zhan jiang normal university; zhanjiang 524048; guangdong; china. department of mathematics; university of science and technology of china; hefei 230026; china.
..............page:131-140
UNIQUENESS PROBLEM WITH TRUNCATED MULTIPLICITIES OF MEROMORPHIC MAPPINGS IN SEVERAL COMPLEX VARIABLES FOR MOVING TARGETS
chen zhihua li yanhua yan qiming department of applied mathematics; tongji university; shanghai 200092; china. department of applied mathematics; tongji university; shanghai 200092; china. department of applied mathematics; tongji university; shanghai 200092; china.
..............page:5-14
FACTORIZATION IN RINGS OF GENERALIZED POWER SERIES OVER INTEGRAL DOMAINS
liu zhongkui college of mathematics and information science; northwest normal university; lanzhou 730070; china.
..............page:49-60
EXTENDED CESRO OPERATORS ON BLOCH-TYPE SPACES
wang shushi hu zhangjian department of mathematics; huzhou normal college; huzhou 313000; zhejiang; china. department of mathematics; huzhou normal college; huzhou 313000; zhejiang; china .
..............page:23-34
THE ASYMPTOTIC BEHAVIOR OF SOLUTION TO PHASE-FIELD SYSTEM WITH NEUMANN BOUNDARY CONDITIONS
li weiguo institute of mathematics; fudan university; shanghai 200433; china.
..............page:69-78
A CLASS OF CONDITIONS ON THE REGULARITY AND BLOWUP OF THE NAVIER-STOKES EQUATIONS' SOLUTION
jiang xianjiang tao xiangxing college of scieces; ningbo university; ningbo 315211; zhejiang; china. college of scieces; ningbo university; ningbo 315211; zhejiang; china.
..............page:141-146
THE LINEAR MINIMAX ESTIMATOR OF STOCHASTIC REGRESSION COEFFICIENTS AND PARAMETERS UNDER QUADRATIC LOSS FUNCTION
xu liwen wang songgui college of applied sciences; beijing university of technology; beijing 100022; china. college of applied sciences; beijing university of technology; beijing 100022; china.
..............page:93-104
CLASSIFICATION OF ANALYTIC INVOLUTION PAIRS OF LIE GROUPS
chen zhiqi liang ke college of mathematics science; nankai university; tianjin 300071; china. college of mathematics science; nankai university; tianjin 300071; china.
..............page:105-118
L~p(R~2) BOUNDEDNESS FOR THE COMMUTATOR OF HILBERT TRANSFORM ALONG THE PARABOLA (t, t~2)
lu zhibo department of applied mathematics; university of information engineering. p.l.a.; zhengzhou 450002; china.
..............page:119-130
STRONG CONVERGENCE OF WAVELET ESTIMATION OF THE DIFFUSION COEFFICIENT
chen ping yang xiaoping wang jinde department of mathematics; nanjing university; nanjing 210093; china; science school; nanjing university of science and technology; nanjing 210094; china. science school; nanjing university of science and technology; nanjing 210094; china. department of mathematics; nanjing university; nanjing 210093; china.
..............page:85-92
THE EXCEPTIONAL SETS FOR THE DIFFERENTIABILITY OF QU ASICONFORMAL MAPPINGS ON PLANE DOMAIN
fan jinhua institute of mathematics; fudan university; shanghai 200433; china.
..............page:43-48
BOUNDARY STABILIZATION OF THE TRANSMISSION OF WAVE EQUATIONS WITH VARIABLE COEFFICIENTS
chai shugen liu kangsheng department of mathematics; zhejiang university; hangzhou 310027. china; department of mathematics. shanxi university. taiyuan 030006; china. department of mathematics. zhejiang university; hangzhou 310027; china.
..............page:15-22
LIE TRIPLE SYSTEMS ASSOCIATED WITH LAURENT-POLYNOMIAL ALGEBRA F[t, t~(-1)]
shi yiqian meng daoji department of mathematics & lpmc; nankai university; tianjin 300071; china. department of mathematics & lpmc; nankai university; tianjin 300071; china.
..............page:61-68