首页> 外文会议>International Conference on Fuzzy Systems and Knowledge Discovery(FSKD 2005) pt.1; 20050827-29; Changsha(CN) >On Identity-Discrepancy-Contrary Connection Degree in SPA and Its Applications
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On Identity-Discrepancy-Contrary Connection Degree in SPA and Its Applications

机译:SPA中的身份-差异-矛盾联系度及其应用

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摘要

As a kind of new uncertainty theory, the set pair analysis (SPA) re- searches certainties and uncertainties from the whole. The main idea of SPA is: (1) Every system is comprised of certainty knowledge and uncertainty knowl-edge; (2) Certainties and uncertainties are inter-related, inter-influenced, inter-restricted, and inter-transformed even under certain condition, in every system; (3) A computation formula (identity-discrepancy-contrary (IDC) connection degree formula) which can embody the above idea fully is used to depict uni-formly all kinds of uncertainties such as fuzzy uncertainty, random uncertainty, indeterminate-known uncertainty, unknown and unexpected incident uncer-tainty, and uncertainty which is resulted from imperfective information. This paper introduces the concepts and provides the applications of IDC connection degree and IDC connection number in SPA.
机译:集对分析(SPA)作为一种新的不确定性理论,从整体上搜索确定性和不确定性。 SPA的主要思想是:(1)每个系统都由确定性知识和不确定性知识组成; (2)即使在一定条件下,每个系统中的确定性和不确定性也是相互关联,相互影响,相互制约和相互转化的; (3)可以充分体现上述思想的计算公式(同一性-差异-矛盾(IDC)联系程度公式)用于统一描述各种不确定性,例如模糊不确定性,随机不确定性,不确定的不确定性,未知和意外的事件不确定性,以及信息不完善导致的不确定性。本文介绍了这些概念,并提供了IDC连接度和IDC连接号在SPA中的应用。

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