We present a discrete theory of gravity whose microscopic primitive is a conserved ledger whose dynamical step is a single one-coordinate, one-bit posting, and we prove exactly where such a theory must import geometry and how much of general relativity it recovers once it does. Three unconditional theorems carry the ne...
Washburn· Zenodo (CERN European Organi...· 0 citations
A walk can return to its starting point while leaving a record that keeps growing. On a cube, counting every directed crossing loses which face loop came first; two retained states recover that distinction. Exact recovery of every reduced loop word requires unbounded memory. We characterize precisely which pairs of rep...
Washburn· Zenodo (CERN European Organi...· 0 citations
We present a discrete theory of gravity whose microscopic primitive is a conserved ledger whose dynamical step is a single one-coordinate, one-bit posting, and we prove exactly where such a theory must import geometry and how much of general relativity it recovers once it does. Three unconditional theorems carry the ne...
Washburn· Zenodo (CERN European Organi...· 0 citations
A walk can return to its starting point while leaving a record that keeps growing. On a cube, counting every directed crossing loses which face loop came first; two retained states recover that distinction. Exact recovery of every reduced loop word requires unbounded memory. We characterize precisely which pairs of rep...
Washburn· Zenodo (CERN European Organi...· 0 citations
We present a discrete theory of gravity whose microscopic primitive is a conserved ledger whose dynamical step is a single one-coordinate, one-bit posting, and we prove exactly where such a theory must import geometry and how much of general relativity it recovers once it does. Three unconditional theorems carry the ne...
Washburn· Zenodo (CERN European Organi...· 0 citations
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