0 votes 0 votes iita asked Dec 5, 2016 iita 397 views answer comment Share Follow See all 0 reply Please log in or register to add a comment.
1 votes 1 votes L = {ba,baa,baaa,....ab,aab,aaab,.....aba,abaa,abaaa....,aabaa,aaabaaa.......} but we have only ab or ba as a inverse function of h. h-1(L)=h-1({ba,ab, and all other will give empty set})=0 and 1 as h-1(ab)=0 and h-1(ba)=1 So Answer is C. target2017 answered Dec 5, 2016 target2017 comment Share Follow See all 2 Comments See all 2 2 Comments reply iita commented Dec 6, 2016 reply Follow Share what does it mean by h(L) anf h-1(L) ..?? actaully i didn't get this question properly..so could u plz elaborate this 0 votes 0 votes target2017 commented Dec 6, 2016 reply Follow Share Homomorphism: The Function h: ∑ -> µ* is called homomorphism. example: ∑={a,b} and µ={0,1,2} h(a) = 01 and h(b) = 112 then h(aba) = 0111201(This is homorphic image of string aba) h-1(L) = Inverse of homomorphic image of language L 0 votes 0 votes Please log in or register to add a comment.