CAJ | 학술논문

为了更贴近人类语言的表达,减少推理过程中信息的损失,在直觉模糊逻辑推理的基础上,结合语言真值格蕴涵代数,提出了真值限定的语言真值直觉模糊推理方法. 研究了语言真值直觉模糊犹豫度、相容度、不相容度及其相关性质,并通过语言真值直觉模糊相容度的计算,对推理真值进行限定,给出语言真值直觉模糊推理模型的真值限定推理方法. 设计推理算法,并将算法应用于实例中. 实例说明,该方法在处理同时具有可比性和不可比性的语言真值直觉模糊推理问题中更有效.
위료경첩근인류어언적표체,감소추리과정중신식적손실,재직각모호라집추리적기출상,결합어언진치격온함대수,제출료진치한정적어언진치직각모호추리방법. 연구료어언진치직각모호유예도、상용도、불상용도급기상관성질,병통과어언진치직각모호상용도적계산,대추리진치진행한정,급출어언진치직각모호추리모형적진치한정추리방법. 설계추리산법,병장산법응용우실례중. 실례설명,해방법재처리동시구유가비성화불가비성적어언진치직각모호추리문제중경유효.
In order to help linguistic information be more natural, as well as reduce loss of information while reason-ing, this paper proposes a method for linguistic truth-valued intuitionistic fuzzy reasoning with truth-valued qualifi-cations, by combining with the linguistic truth-valued lattice implication algebra. This paper studies the concepts of linguistic truth-valued intuitionistic fuzzy hesitancy degree, consistency degree, incompatibility degree, and related properties. By calculation of linguistic truth-valued intuitionistic fuzzy consistency degree, truth-value reasoning is reduced. The method of truth-valued qualifications reasoning is given and further detailed steps for reasoning com-putation are demonstrated. An example is given to illustrate that the method is more effective in dealing with linguis-tic truth-valued intuitionistic fuzzy reasoning with both comparability and incomparability.