Turing Machine Equivalence Is Not Recognizable 🧠

Using mapping reductions, we prove EQ_TM is neither recognizable nor co-recognizable, highlighting its computational complexity.

Turing Machine Equivalence Is Not Recognizable 🧠
Easy Theory
9.9K views • Feb 6, 2021
Turing Machine Equivalence Is Not Recognizable 🧠

About this video

Here we use mapping reductions to prove that EQ_TM is not recognizable nor is its complement. We also show that A mapping reduces to B if and only if A-complement mapping reduces to B-complement, which is useful.

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Video Information

Views

9.9K

Likes

160

Duration

11:40

Published

Feb 6, 2021

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