Open Aqissiaq opened 8 months ago
The theorem is on page 10 of this paper and reads:
Let G1,G2,G3 be stable configurations and τ1, τ2 traces such that G1 =τ1=> G2 and G1 =τ2=> G3. If τ2 is in [τ1], then G2 = G3
Where:
The paper has a coarse-grained labelled semantics in Fig. 6.
Great, and I think we can assume this is about finite traces, so we can express them in Coq as regular list event
.
Yes I agree with that!
Einar
On 7 Feb 2024, at 17:46, Karl Palmskog @.***> wrote:
Great, and I think we can assume this is about finite traces, so we can express them in Coq as regular list event. — Reply to this email directly, view it on GitHub, or unsubscribe. You are receiving this because you are subscribed to this thread.Message ID: @.***>
Einar's dream is a specific result about reordering of steps between critical points