Multiantecedent FAM Rules IF we encode (4,C)and (B,C)with correlation- product encoding,decompositional inference gives the BIOFAM version of correlation-product inference: F(xy )=[IA'C]O[IB"C] a,C⌒b.C Correlation- min(a,,b,)C Product Encoding min(a;,b;)mc(z) Also,We can get the FAM rules:(4,B;C.D)Multiantecedent FAM Rules Also, We can get the FAM rules: (A,B;C, D) F(x ,y ) [I A C] [I B C] j T Y i T i j X =    = ai C bj C = min( ai ,bj )C min( a ,b )m (z) = i j C IF we encode : and with correlation￾product encoding, decompositional inference gives the BIOFAM version of correlation-product inference: (A,C) (B,C) Correlation￾Product Encoding