CAJ | 학술논문

讨论了泛非，泛与／或等基本泛逻辑的运算模型和它们的硬件电路实现方案．根据泛逻辑体系和运算的特点，泛逻辑更接近于模糊逻辑．泛逻辑中与／或运算的连续可控性在数学上是完全可以实现的，并可以用多种形式如指数、多项式和三角函数等形式来实现．提出几种指数形式的泛逻辑运算模型，并通过仿真曲线加以比较，得到较理想的运算模型，从而证明泛逻辑在理论上是完全可以实现的．同时介绍了一种较理想模型的硬件电路，通过测试的数据验证泛逻辑运算用模拟电路是完全可以实现的，实验效果良好．
토론료범비，범여／혹등기본범라집적운산모형화타문적경건전로실현방안．근거범라집체계화운산적특점，범라집경접근우모호라집．범라집중여／혹운산적련속가공성재수학상시완전가이실현적，병가이용다충형식여지수、다항식화삼각함수등형식래실현．제출궤충지수형식적범라집운산모형，병통과방진곡선가이비교，득도교이상적운산모형，종이증명범라집재이론상시완전가이실현적．동시개소료일충교이상모형적경건전로，통과측시적수거험증범라집운산용모의전로시완전가이실현적，실험효과량호．
Logical operational model of generalized AND operation, OR operation and negation operation and thierhard circuits are discussed. This text describes GL realizes on theory. Generalized AND, OR and negation opera-tions can be realized mathematics using a few forms, such as exponeential form, polymorphous form and triangu-lar function form. Thinking of realizing circuits easier and more probably, puts forword a few of exponentialforms generalized operational models, which are compared by their simulative charts. The more ideal models areobtained, that prove GL can be realized wholly on theory. Then a more ideal model circuits is described. Theexperimental data can be realized the GL operations. The result of the test is excellent.