In its normal mode as I've established our hypothetical Arithmetic Core there's only a couple KiBs of RAM, shared with code. Whereas its harvard-mode would have a full 128KiB (64Ki-words), which could be excessive for our needs!
At which point we may add a hashtable to the top of data-RAM to allow us to update existing entries in our min-heap once we've found a faster way to reach that intersection, instead of growing this min-heap.
Still... We can do better than Dijkstra's!
4/4 Fin today!
alcinnz
npub186…snt98
2024-09-28 21:18:53 UTC
in reply to nevent1q…cd0v
Author Public Key
npub186lgefknfnkgychnfjancqnv4k4yrdzxal486lw0p80z6vmley9qgsnt98Seen on
wss://relay.momostr.pinkPublished at
2024-09-28 21:18:53 UTCEvent JSON
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