Theory of truth degree based on the finite interpretation and enumerable interpretation of fuzzy predicate logic formulas 模糊謂詞邏輯公式的有限和可數(shù)解釋真度理論
Theory of truth degree of first - order fuzzy predicate logics formulas based on the finite interpretation and enumerable interpretation and its application 一階模糊謂詞邏輯公式的有限解釋真度和可數(shù)解釋真度的理論及其應(yīng)用
1 the knowledge base of a constraint - based fuzzy model can incorporate information with various types of fuzzy predicates . consequently , it is easy to provide a fusion of different types of knowledge 所謂takagi - sugeno模糊塑模法,架構(gòu)上是基于模糊規(guī)則式fuzzy if - then rule來設(shè)計的。
The first example shows that the proposed model uses fewer fuzzy predicates achieving similar results with the traditional rule - based approach , while the second shows the performance can be significantly improved when the control - relevant constraints are considered 本論文所提出的限制式模糊模塑架構(gòu)與takagi - sugeno模糊模塑的差異,在于利用模糊限制式來取代一般的數(shù)學方程式。