Question
Q5. Consider a language L over the binary alphabet. For any two binary strings x, y we say x, y are distinguishable by L if
Q5.
Consider a language L over the binary alphabet. For any two binary strings x, y we say x, y are distinguishable by L if there exists a string w L such that exactly one of the strings xw, yw is in L. x, y are indistinguishable by L otherwise (denoted by idL. Prove that idL is an equivalence relation.
5. Consider a language L over the binary alphabet. For any two binary strings x,y we say x,y are distinguishable by L if there exists a string wL such that exactly one of the strings xw,yw is in L.x,y are indistinguishable by L otherwise (denoted by idL. Prove that idL is an equivalence relation
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Transact SQL Cookbook Help For Database Programmers
Authors: Ales Spetic, Jonathan Gennick
1st Edition
1565927567, 978-1565927568
