Algorithms for Constructing a Set of All concepts of Formal Context and Their Hasse Diagrams

S.O. Kuznetsov; S.A. Obedkov

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Algorithms for Constructing a Set of All concepts of Formal Context and Their Hasse Diagrams

机译：构造形式上下文所有概念及其Hasse图的集合的算法

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摘要

Some algorithms for constructing concepts within the framework of formal concept analysis and hypothesis generation within the framework of the JSM-method of automatic hypothesis generation are con- sidered and compared.

机译：考虑和比较了在自动概念生成的JSM方法框架内的形式概念分析和假设生成框架内构建概念的算法。

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《Journal of Computer and Systems Sciences International 》 |2001年第1期| p.115-124| 共10页
作者
S.O. Kuznetsov; S.A. Obedkov;
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收录信息美国《科学引文索引》(SCI);美国《工程索引》(EI);
原文格式 PDF
正文语种 eng
中图分类计算技术、计算机技术 ;
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机译：连续最优集划分理论作为构造Vorono图及其通用化的通用数学形式。 Ⅱ。基于最优集合划分理论的Voroni图构造算法
2. Concept lattices of fuzzy contexts: Formal concept analysis vs. rough set theory [J] . Hongliang Lai, Dexue Zhang International Journal of Approximate Reasoning . 2009 ,第5期

机译：模糊上下文的概念格：形式概念分析与粗糙集理论
3. Handling high dimensionality contexts in formal concept analysis via binary decision diagrams [J] . Neto Sebastiao M., Zarate Luis E., Song Mark A. J. Information Sciences: An International Journal . 2018 ,第期

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4. Yet a Faster Algorithm for Building the Hasse Diagram of a Concept Lattice [C] . Jaume Baixeries, Laszlo Szathmary, Petko Valtchev, International Conference on Formal Concept Analysis . 2009

机译：然而，建立概念格的哈迪图的更快算法
5. A parallel algorithm of constructing a Voronoi diagram on hypercube connected computer networks [D] . Chai, Wenmao 1994

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6. Hasse diagram as a green analytical metrics tool: ranking of methods for benzoapyrene determination in sediments [O] . Paulina Bigus, Stefan Tsakovski, Vasil Simeonov, -1

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7. Yet a Faster Algorithm for Building the Hasse Diagram of a Concept Lattice [O] . Jaume Baixeries, Laszlo Szathmary, Petko Valtchev, 2009

机译：然而，一种构建概念格的Hasse图的更快算法
8. Application of Hasse diagrams for counting topologies on finite sets Technical report no. 14 [R] . Piotrowski, R. W. 1966

机译：Hasse图在有限集上计算拓扑的应用技术报告no。 14

Algorithms for Constructing a Set of All concepts of Formal Context and Their Hasse Diagrams

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