This language looks interesting, but I don’t understand the concepts. Does this stuff make sense to other people?
The heap is content-addressed over Λ₂₄: every value is mapped to a lattice point and canonicalized under the Conway group Co₀ (via libmmgroup), so the same content always lives at the same address.
What is ‘Λ₂₄’? What is a ‘lattice point’?
giving up the GC stopped being a renunciation, since cells are immutable and content-addressed, so there is nothing to trace and nothing to move
This kind of sounds like you’re saying that there’s nothing to free, which implies that nothing takes up memory, which I presume is not the case. Do you mean everything is immutable and content-addressed (like Git)? Doesn’t stuff still need to be freed somehow when the programs done with it, otherwise memory will grow for ever?