Knowledge expression and its application based on multiple - valued logic 基于多值規(guī)則的知識表示及其應用
Multiple - valued logic is the logic that has more than two values 多值邏輯是指一切邏輯值的取值數(shù)大于2的邏輯。
Consequently , the studied device shows a good potential for multiple - valued logic circuit applications 因此,本研究組件極適合于多值?輯電?應用。
The main work of this thesis is decision on minimal covering of precomplete classes in partial multiple - valued logic 本文研究的是部分多值邏輯中極大封閉集之最小覆蓋的判定問題。
Multiple - valued logic can solve many problems easily while two - valued logic has too many difficulties to solve them , so multiple - valued logic has a bright future 多值邏輯可以更好地解決用二值邏輯不易解決的問題,因此有著廣闊的發(fā)展前景。