Prove that the relation ∼ introduced in Definition 8.6 is an equivalence relation, as stated in Proposition 8.7. Prove that if p ∼ q, then p simulates q and q simulates p. The reverse is not true....



Prove that the relation ∼ introduced in Definition 8.6 is an equivalence


relation, as stated in Proposition 8.7.



Prove that if p ∼ q, then p simulates q and q simulates p.


The reverse is not true. Can you give a counterexample?



May 26, 2022
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