Prove that if A is a language in L, a family of branching programs (B 1 ,B
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Prove that if A is a language in L, a family of branching programs (B1,B2, . . .) exists wherein each Bn accepts exactly the strings in A of length n and is bounded in size by a polynomial in n.
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Stepbystep solution Step 1 of 4 A formal language which can be expressed using a regular expression is called as a regular language In other words it ...View the full answer
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