Some Technologies and Application Research of Rough Set Theory
粗集 理论的若干技术及其应用研究
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Research on Rough Set Data Analysis Based Intelligent Decision Support Systems
基于粗糙集 数据分析的智能决策支持系统研究
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Rough Set Information Analysis in the Application of Fault Diagnosis and Self-Repairing Flight Control System Effectiveness Evaluation
粗集 信息分析在故障诊断中的应用及自修复飞行控制系统效能评估
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Research and Application on Fuzzy Set and Risk Analysis for City Flood Control and Water Supply
城市防洪与供水模糊集 与风险分析理论研究与应用
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Study on Fuzzy Set Analysis of Regional Agricultural Water Resources Optimal Allocation and Its Application
区域农业水资源优化模糊集 分析及其应用研究
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On Erd(?)s' Problems about Finite Planar Sets
平面点集 的若干ERD(?)S问题
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3BD Closed Sets and Their Applications
3BD闭集 及其应用
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Study of Rotating Machinery Fault Diagnosis Based on Rough Sets Theory
粗糙集 理论在旋转机械故障诊断技术上应用的研究
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Study on Hierarchical Reduction Approaches in Rough Sets Theory
粗糙集 理论分层递阶约简算法的研究
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Random Recursive Sets and Random Walk in Random Environment
随机递归集 和随机环境中随机游动
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By selection of suitable polymer and process condition of spinneret orifice 0.13 mm, spinning temperature 296 ℃, quench air velocity 0.35 m/s, spinning speed 2 750 m/min and filament collection position 600~700 mm, the fine denier POY with strength tenacity 2.48 cN/dtex, elongation at break 127.6 % was obtained.
通过对熔体质量和工艺条件的选择,采用喷丝板孔径0.13mm,纺丝温度296℃,侧吹风风速0.35m/s,集 束点位置600~700mm,纺丝速度2750m/min,以及适当控制其它工艺条件,纺得涤纶POY微细旦丝的断裂强度2.48cN/dtex,断裂伸长率127.6%,可满足后加工要求。
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Let(X,τ)be an S_1—space and let S_τ be the collection of the semi—open sets of(X,τ),[τ]={σ∶σ is a topology on X and S_σ=S_τ}.
若(X,τ)是 S_1-空间,S_τ是它的半开集 族[τ]={σ:σ为 X 的拓扑且 S_σ=S_τ)。本文到如下结果:1)若[τ]有最弱拓扑τ(?)
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Let [G] be the collection of left cosets and [G_+] be its positive.
令[G]为G关于G_+~0的左倍集 全体,|G_+|为[G]的正部。
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On the phase equilibrium and the rate of CO_2 diffusion in water ——the CO_2 collection process with displacement of water in laboratory
相平衡与CO_2在水中的扩散速率——CO_2排水集 气法
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D=(V,A) is a directed graph where V is the vertex set of D and A is a collection of ordered pair of the vertices(u,v),called arc.
D=(V,A)为一个有向图,其中,V为顶点集 ,A为弧集 ,A中的元素是有序对(u,v),称为弧。
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Some Technologies and Application Research of Rough Set Theory
粗集 理论的若干技术及其应用研究
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The Study on KDD Technologies Based on Rough Set Theory
基于粗集 理论的KDD技术研究
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Applications of Rough Set Theory in Data Mining
粗糙集 理论在数据挖掘领域中的应用
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Study on Engineering Fuzzy Set Theory and Their Applications in Water Resources System
工程模糊集 理论在水资源系统中应用研究
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Automatic Text Categorization Based on Rough Set Theory
基于粗糙集 理论的文本自动分类研究
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We define a map from an affine Weyl group to the set of conjugacy classes of an ordinary Weyl group.
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The propertyC1 resp.C2 is equivalent withG having a compact set of generators, resp.
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Xi defined a partition ofWf into canonical right cells and the right order ≤R on the set of cells.
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Let ζ-1/2 be the inverse on the set of regular elements ofu of a square root of the discriminant of.
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We do this by using an explicit set of coordinates on the Schubert cell.
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In particular, we give a detailed description of these sets in terms of cross-sections inside maximal R-tori ofH.
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In some of the examples the limit sets are wildly knotted 2-spheres.
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LetRo andR1 be two Kempf-Ness sets arising from moment maps induced by strictly plurisubharmonic,K-invariant, proper functions.
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We investigate the sets C(S) of such x for various orbits S and their relations with each other.
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Using these generating sets , we shall determine the Hilbert series of the above Freudenburg's and Daigle and Freudenburg's nonfinitely generated Ga-invariant rings, and find that these Hilbert series are rational functions.
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A representation of a quiver is given by a collection of matrices.
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13 (1962), 425-428] states that the collection of nth-order autocorrelation functions ${\cal M} = \{M^n(\cdot): n=1,2,\dots\}$ is a complete set of translation invariants for real-valued L1 functions on a locally compact abelian group.
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We construct a basis for each Wk, so that the entire collection is a frame for L2(dμ).
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This is done by proving that a well-known method, the construction of a Perron Tree, can be applied to a larger collection of subsets of the unit circle than was earlier known.
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A shift-invariant system is a collection of functions {gm,n} of the form gm,n(k)=gm(k-an).
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Rough set axiomatization is one aspect of rough set study to characterize rough set theory using dependable and minimal axiom groups.
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Thus, rough set theory can be studied by logic and axiom system methods.
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The classical rough set theory is based on equivalence relation, but the rough set theory based on similarity relation has wide applications in the real world.
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To characterize similarity-based rough set theory , an axiom group named S, consisting of 3 axioms, is proposed.
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The reliability of the axiom group, which shows that characterizing of rough set theory based on similarity relation is rational, is proved.
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