According to our push-based system, we update the first node in our graph (A). This pushes a signal to (A)’s dependents that they should now update. In this case, both (B) and (C) update. However, (B) depends on both (A) and (C), so when (C) updates, (B) needs to update again, and we discard any previous work we’ve done there. Similarly, based on just a single update to (A), (D) will receive three different signals to update.
Thinnings are kind of taking slotted’s notion of redundancy but tossing out the permutations. https://dl.acm.org/doi/10.1145/3729326 Slotted egraphs. I think I’ve seen Rudi make a diagram representing slots as little lines running though the edges between children. A “thickened” parent child relationship. Thinnings are kind of the same, but they do not allow wire crossing.
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