Problem 49
Prove that, if A is a regular language, a family of family programs B1,
B2, … exists wherein each Bn accepts exactly the strings in A of
length n and is bounded in size by a constant times n.
Prove that, if A is a regular language, a family of family programs B1, B2, … exists wherein each Bn accepts exactly the strings in A of length n and is bounded in size by a constant times n.
See attached file for full problem description.