quasi normed linear space 拟赋范线性空间 normed space 赋范空间 complex normed space 复赋范空间 normed vector space 赋范线性空间 countably normed space 可数赋范空间 separable normed space 可分赋范空间 reflexive normed space 自反赋范空间 regular normed space 正则赋范空间 相似...
Complete normed vector space Complete Nutrition Complete Oil Breakdown Rate Analyzer Complete Oil Marketers Perpetual Accounting System Complete Omniversal Role-Playing System Complete on Time Delivery Complete Online Gaming System Complete Open Shell Configuration Interaction ...
Complete normed vector space Complete Nutrition Complete Oil Breakdown Rate Analyzer Complete Oil Marketers Perpetual Accounting System Complete Omniversal Role-Playing System Complete on Time Delivery Complete Online Gaming System Complete Open Shell Configuration Interaction complete operation Complete Ophthalmic...
complete vector lattice 复向量格 conditionally complete lattice 条件完全格 countably additive 可数可加性 countably subadditive 可数次可加 complete with 连同,包括,以及 countably infinite set 【计】 可数无穷集 countably additive class 可数加性类 countably normed space 可数赋范空间 相似...
A Banachspaceis a real or complex normed vectorspacethat iscompleteas ametric spaceunder themetric Banach空间是一个真正的或复杂的范向量空间是完全作为一个度量空间的度量 ParaCrawl Corpus After Urysohn's death, Aleksandrov argued that although Urysohn's definition of dimension was given for ametric sp...
1)complete[英][k?m'pli:t][美][k?m'plit]完备 1.Compactness and Completeness of Fuzzy Normed Linear Space;模糊赋范线性空间的紧性与完备性 2.Complete Algorithm of Quick Heuristic Attribute Reduction Based on Indiscernibility Degree基于不可区分度的启发式快速完备约简算法 3.In order to probe into...
Because every separated convex bornological space is a union of normed spaces, a complete convex bornological space may simply be a union of Banach spaces. The chapter characterizes all separated vector bornologies on a finite-dimensional vector space by showing that there is only one such born...
Suppose that N is a normed linear space. Prove that each finite dimensional linear submanifold of N is complete and therefore closed. Solution Summary This solution is comprised of a detailed explanation of the problem on a normed linear space. It contains step-by-step explanation for the ...
Let U be a non-empty open connected subset of a normed space X and W be an open subset of a normed space Y. Then every isometry from U onto W can be extended uniquely to an affine isometry from X onto Y. Proof of Proposition 3.2 Let us first note that for any x∈Msa, one has...
Compactness and Completeness of Fuzzy Normed Linear Space; 模糊赋范线性空间的紧性与完备性 2. In order to probe into the properties of frequency spectrum for a group of parametric curves, a class of orthogonalcompletepiecewise k-degree polynomials in L 2[0,1],called U-system, is introduced. ...