 全文文献 工具书 数字 学术定义 翻译助手 学术趋势 更多   半紧 的翻译结果: 查询用时：0.022秒 在分类学科中查询 所有学科 数学 更多类别查询 历史查询  半紧  semi compact
 On the Theory and Fixed Point Theorems for Probabilistically Semi Compact 1-Set-contraction Mappings 概率半紧1—集压缩映象的理论及不动点定理 短句来源 Coupled fixed point theorem of monotonically subcontinuous semi compact 1 set compression maps 单调地次连续半紧1-集压缩映象的耦合不动点定理 短句来源 Coupled Fixed Point Existence of Discontinuous Semi compact 1 set Compression Maps k-集压缩映象和半紧1-集压缩映象的耦合不动点定理 短句来源 In this paper,the theorem of coupled fixed points of semi compact 1-set compression mapping is obtained with strict set compression mapping sequence approximating semi compact 1-set compression mapping,which extends 本文利用严格集压缩算子列逼近半紧1-集压缩算子,得到了半紧1-集压缩算子的耦合不动点定理,对已有的结果进行了推广. 短句来源 ON THE COMMON FIXED POINTS OF THE SEMI COMPACT MEAN NONEXPANSIVE MAPPING FAMILY AND ITS ITERATIVE APPROXIMATION 半紧平均非扩张映象簇的公共不动点及其逼近 短句来源 更多 demi-compact
 P_1-Compact and Demi-compact 1-set-contractive Mappings for Altman's Theorem P_1紧与半紧1－集压缩映射的Altman定理 短句来源 In the paper, we give out some results for the solution of Ax = μx in a wedge with a Demi-compact 1-set contractive mapping A in a Banach space. 本文给出 Banach 空间中楔形上半紧 1-集压缩映象 A 的方程 Ax = μx 解的某些结果。 短句来源 On Radom Fixed Point Theorem of Demi -compact Random 1 - set Contractive Map 关于半紧随机1-集压缩映射的随机不动点定理 短句来源 Ultilizing the random fixed point theorem for random k(ω) - contractive set- valued maps,established several new random fed point theorems for demi - compact 1 - set contractive random set - valued maps,generalized the corresponding results. 利用随机k（ω）－集压缩集值映射的随机不动点定理，建立了若干半紧随机1－集压缩集值映射的随机不动点定理，推广了已知的相应结果． 短句来源 Fixed Poitn Theorem on Demi-Compact 1-Set-Contraction Mappings and its Application 半紧1—集压缩映象的不动点定理及应用 短句来源 更多 semi-compact
 PROPERTY OF FIXED POINT SET FOR INCREASING SEMI-COMPACT 1-SET CONTRACTION MAPPING SERIES {T (λ,·) } 递增半紧1-集压缩映象族{T(λ,·)}不动点集的性质 短句来源 In this paper we discuss continuity from the right of a maximal fixed point set {(λ)} and continuity from the left of a minimal fixed point set {(λ)}for increasing semi-compact 1-set contraction mapping series{T(λ,·)}and extend and im- prove some recent results. 本文讨论了递增半紧1-集压缩映象族 T{(λ,·)}最大不动点集{(λ)}的右连续性和最小不动点集{(λ)}的左连续性,推广和改进了某些最近结果. 短句来源 Topological Degree of Semi-compact Probabilistic 1-set-compression field and Fixed Point Theorems 半紧概率1－集压缩场的拓扑度及不动点定理 短句来源 MONOTONE SEMI-CONDENSING MAPPING AND SEMI-COMPACT 1-SET CONTRACTION MAPPING 单调半凝聚映射与半紧1-集压缩映射 短句来源 In this paper,topologicall degree theory of semi-compact probabilistic 1-set-compression field is established. Based on this theory,some fixed point theorems are given. 本文引入了半紧概率1－集压缩场的拓扑度理论．并研究了半紧概率1－集压缩映射的一些不动点定理． 短句来源 更多 “半紧”译为未确定词的双语例句
 In this paper, we give some results for the solution of Ax=μx in a wedge with a Demi Compact 1 set Contractive mapping A in a Banach space on the basis of documents -. 本文在［1］－［5］的基础上给出Banach空间中楔形上具半紧1－集压缩映射A的Ax＝μx的解的某些结果。 短句来源 THE THEOREM OF COUPLED FIXED POINTS OF SEMICOMPACT 1-SET COMPRESSION MAPPING 半紧1-集压缩映象的耦合不动点定理 短句来源 FIXED POINT THEOREMS AND EIGENVALUES FOR DEMICOMPACT1-SET-CONTRACTIVE MAPPINGS 半紧1-集压缩映射的不动点定理及固有值 短句来源 C-HEMI-COMPACTNESS AND THE EXISTENCE OF EFFICIENT POINTS C-拟半紧与有效点的存在性 短句来源 FIXED POINT THEOREMS AND EIGENVALUES FOR DEMICOMPACT 1—SET—CONTRACTIVE MAPS 半紧1-集压缩映射的不动点定理及固有值(英文) 短句来源 更多 查询“半紧”译词为用户自定义的双语例句

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 Higher order semi compact scheme to solve transient incompressible Navier-Stokes equations A fourth order semi compact finite difference scheme has been developed to solve unsteady incompressible Navier-Stokes equations in stream function and vorticity formulation. semi-compact
 NMR and X-ray studies revealed that in these states the overall structure of calmodulin adopts various conformations referred as: disordered semi-compact, extended and compact conformations, respectively. The authors develop the Fredholm theory for semi-compact operators on non-archimedean locally convex spaces. Compactness of positive semi-compact operators on Banach lattices We study Banach lattices on which each positive semi-compact operator is compact. The aim of this paper is to continue the study of semi-compact spaces, i.e. 更多 Let X be a real Banach space with F(?)X a wedge, Ω,D two bounded opensubsets in X, Ω(?)D,Ω∩F≠φ. let DF denote D∩F, DF-, (?)F(DF) denote closure and boundary of DF with respect to F, respectively.Theorem 1 let A . DF→F be a demicompact 1 - set - contraction, B: (D -Ω)F→F complely continuous Suppose that the following conditions are satisfied:where m = sup{||x-Ax||| x∈(?)F(DF))}. Then either F∩B(0, 1) is noncompact or Fis a cone, there is x∈(D-Ω)F such that x = Ax.Theorem 2 Suppose that following conditions are... Let X be a real Banach space with F(?)X a wedge, Ω,D two bounded opensubsets in X, Ω(?)D,Ω∩F≠φ. let DF denote D∩F, DF-, (?)F(DF) denote closure and boundary of DF with respect to F, respectively.Theorem 1 let A . DF→F be a demicompact 1 - set - contraction, B: (D -Ω)F→F complely continuous Suppose that the following conditions are satisfied:where m = sup{||x-Ax||| x∈(?)F(DF))}. Then either F∩B(0, 1) is noncompact or Fis a cone, there is x∈(D-Ω)F such that x = Ax.Theorem 2 Suppose that following conditions are satisfied.where M = Sup{||x-Ax|||x∈(D-Ω)F}.Thcn either F∩B(0,1) is noncompact or F is a cone, there is a component in ∑ such thatwhere for some X是实Banach空间,FX是楔形,(0,1)X是闭单位球,Ω,DX是两个有界开集,D;用和分别表示D_F≡D∩F关于F的闭包和边界,A:→F是半紧1—集压缩,B:(—Ω)_F→F全连续,当F∩(0,1)非紧或F是锥以及A和B满足某些补充假设时,本文证明了固有向量集∑={x∈(-Ω)_F|x∈Ax+λBx,对采个λ∈[0,m/β]}中有一连通分支C使得C∩F(A)≠φ,C∩≠φ,这里F(A)={x∈(-Ω)_F|x=Ax}。 In order to study existence problems for cone-minimal points underweaker assumptions on a set we introduce the concept of pseudo-compact.Especially, example as cone--compact, cone--semicompact etc, are specialcases which this paper cites pseudo-compact concept. 本文引入了伪紧集的概念,然后就伪紧集讨论了锥极小点的存在性问题.特别提及的是,在参考文献[5～9],例如象锥紧、锥半紧等等概念都是本文所引进的伪紧概念的一种特殊情况. Our main purpose is to study the existence of common fixed points of mean nonexpansive mapping family in thereflexive Banach space and discuss the mean iterative approx approximation of the common fixed points for the casethat mappings are semicompacted. 本文旨在研究自反Banach空间内平均非扩张映象簇的公共不动点的存在性,以及映象为半紧情况下的公共不动点的线段平均迭代逼近。 << 更多相关文摘 相关查询

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