隐含隶属函数表达式 n+xy)2=1-m(xy)=1-mp1()(1-()或 p->q (x, y)=maxl un(),ua(] =mN(1-2(x),(y) Hnx(x,y)=1-n(x)1-1(y)(→9)分IpA(q)(乘积) An(x,y)=mm(.(1-1(x)+n(y)(~p)Vq(有界和 H(x)(y14(x)1-4(y)m1-4p(x)A()1m-4 10 00 0 01 001- 1- 1 1 0 0 1 1 1 0 0 1 0 0 0 1 1 0 1 1 0 0 1 1 1 1 (x)  p ( y)  q ( y)  q (x)  p max[1 (x), ( y)] −  p q 1 min[ (x),1 ( y)] −  p − q 隐含隶属函数表达式 (x, y) 1 (x, y) 1 min[ (x),(1 ( y))]  p→q = −  pq = −  p − q max[(1 ( )), ( )] ( , ) ( , ) max[ ( ), ( )] x y x y x y x y p q p q p q p q       = − → =  = 或 (x, y) 1 (x) (1 ( y) ) ( p q) ~ [ p ( ~ q) ]（乘积）  p→q = − p −q →    p→q (x, y) = min[(1,(1− p (x) + q ( y))] ( ~ p)q（有界和）