Given any ktm for any k there is a tm that acts on all


Using the algorithm in Theorem 53 (loosely), convert the 3TM in Problem 11 into a simple TM.

Theorem 53

(i) Given any TM and any k, there is a kTM that acts on all inputs exactly as the TM does (that means either loops, crashes, or leaves a corresponding output).

(ii) Given any kTM for any k, there is a TM that acts on all inputs exactly as the kTM does (that means loops, crashes, or leaves a corresponding output).

In other words, as acceptor or transducer:

TM = TM

Problem 11

(i) Write a 3TM to do binary addition on two n-bit numbers.

(ii) Describe a TM that multiplies two 2-bit binary numbers, called an MTM.

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Basic Computer Science: Given any ktm for any k there is a tm that acts on all
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