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Problem
1. Suppose T is a TM accepting a language L. Describe how to construct a nondeterministic TM accepting L∗
2. Describes a PDA accepting the language Pal. Draw a TM that accepts this language by simulating the PDA. You can make the TM nondeterministic, and you can use a second tape to represent the stack.
3. Describe informally how to construct a TM T that enumerates the set of palindromes over {0, 1} in canonical order. In other words, T loops forever, and for every positive integer n, there is some point at which the initial portion of T 's tape contains the string
ΔΔ0Δ1Δ00Δ11Δ000Δ ... Δxn
where xn is the nth palindrome in canonical order, and this portion of the tape is never subsequently changed.
Binary search tree, and postorder and preorder traversal Determine the shortest path in Graph
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