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Make default the more corecursive version of eutt. - #70
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- Simplify several proofs directly using this new `eutt`.
Lysxia
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Feb 28, 2019
Lysxia
reviewed
Feb 28, 2019
Lysxia
reviewed
Feb 28, 2019
| - rewrite !tau_bind. | ||
| pfold. econstructor. pupto2_final. eauto. | ||
| - rewrite !vis_bind. | ||
| pfold. econstructor. intros. pupto2_final. eauto. |
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This proof looks very nice now!
Lysxia
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Feb 28, 2019
| Lemma unfold_interp {E F R} {f : E ~> itree F} (t : itree E R) : | ||
| interp f _ t ≅ interp_u f _ (observe t). | ||
| Proof. rewrite itree_eta_, interp_unfold, <-itree_eta_. reflexivity. Qed. | ||
| observing eq (interp f _ t) (interp_u f _ (observe t)). |
Lysxia
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I'm going to fix the |
Lysxia
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Feb 28, 2019
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eutt.