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Unique Common Fixed Point Theorems for Lipschitz Type Mappings under c-Distance on Cone Metric Spaces
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作者 Yongjie PIAO 《Journal of Mathematical Research with Applications》 CSCD 2014年第6期713-722,共10页
In this paper, new unique common fixed point theorems for four mappings satisfying Lipzchitz type conditions in the term of c-distance on normal cone metric spaces were given.The obtained results generalize and improv... In this paper, new unique common fixed point theorems for four mappings satisfying Lipzchitz type conditions in the term of c-distance on normal cone metric spaces were given.The obtained results generalize and improve many known common fixed point theorems. 展开更多
关键词 normal cone metric space c-distance common fixed point Lipschitz type condition
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Genetic Algorithms of Structural Fuzzy Reliability Index
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作者 Hu, YC Li, XJ Zhang, LY 《China Ocean Engineering》 SCIE EI 1998年第1期33-42,共10页
In this paper the simple generation algorithms are improved. According to the geometric meaning of the structural reliability index, a method is proposed to deal with the variables in the standard normal space. With c... In this paper the simple generation algorithms are improved. According to the geometric meaning of the structural reliability index, a method is proposed to deal with the variables in the standard normal space. With consideration of variable distribution, the correlation coefficient of the variables and its fuzzy reliability index, the feasibility and the reliability of the algorithms are proved with an example of structural reliability analysis and optimization. 展开更多
关键词 structural fuzzy reliability index generation algorithm reliability analysis and optimization correlation coefficient normal space
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Composition Cesàro Operator on the Normal Weight Zygmund Space in High Dimensions 被引量:1
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作者 Si XU Xuejun ZHANG Shenlian LI 《Chinese Annals of Mathematics,Series B》 SCIE CSCD 2021年第1期69-84,共16页
Let n>1 and B be the unit ball in n dimensions complex space C^(n).Suppose thatφis a holomorphic self-map of B andψ∈H(B)withψ(0)=0.A kind of integral operator,composition Cesàro operator,is defined by T_(... Let n>1 and B be the unit ball in n dimensions complex space C^(n).Suppose thatφis a holomorphic self-map of B andψ∈H(B)withψ(0)=0.A kind of integral operator,composition Cesàro operator,is defined by T_(φ)ψ(f)(z)=∫^(1)0f[φ(tz)]Rψ(tz)dt/t,f∈(B)z∈B.In this paper,the authors characterize the conditions that the composition Cesàro operator T_φ,ψis bounded or compact on the normal weight Zygmund space Z_μ(B).At the same time,the sufficient and necessary conditions for all cases are given. 展开更多
关键词 normal weight Zygmund space Composition Cesàro operator Boundedness and compactness
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Composition operators on the normal weight Dirichlet type space in the unit disc
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作者 Xuejun ZHANG Min ZHOU Hongxin CHEN 《Frontiers of Mathematics in China》 SCIE CSCD 2022年第4期545-552,共8页
Let p>0 andνbe a normal function on[0,1).In this paper,several equivalent characterizations are given for which composition operators are bounded or compact on the normal weight Dirichlet type space D_(ν)^(p)(D)i... Let p>0 andνbe a normal function on[0,1).In this paper,several equivalent characterizations are given for which composition operators are bounded or compact on the normal weight Dirichlet type space D_(ν)^(p)(D)in the unit disc. 展开更多
关键词 Composition operator normal weight Dirichlet type space BOUNDEDNESS COMPACTNESS unit disc
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On Almost Isometric Embedding from C(Ω) into C_0(Ω_0) 被引量:1
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作者 Guang Gui DING 《Acta Mathematica Sinica,English Series》 SCIE CSCD 2005年第5期1045-1048,共4页
In this paper we give the sufficient and necessary condition for the existence of any almost isometric operator from C(Ω) into C0(Ω0). As a corollary, we show that there is no e-isometry from 1 any abstract M s... In this paper we give the sufficient and necessary condition for the existence of any almost isometric operator from C(Ω) into C0(Ω0). As a corollary, we show that there is no e-isometry from 1 any abstract M space with a strong unit into C0(Г) if 0 〈 e 〈 1/9. 展开更多
关键词 ε-isometry ISOMETRY Locally compact normal topological space
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