Candidate Recovery: General Relativity as a Digital Limit
Exploring how General Relativity is recovered as a consistent low-complexity limit of the Digital Gravity framework. A Jacobson-style thermodynamic analysis.
The Geometric Kernel of the Information-Theoretic Universe
Exploring how General Relativity is recovered as a consistent low-complexity limit of the Digital Gravity framework. A Jacobson-style thermodynamic analysis.
A formal pre-registration of our prediction for cluster merger bridges. Betting the house on the topology.
A rigorous candidate mechanism for Digital Gravity: Topological Entropy ($2^k – \chi$). Identifying boundary conditions and failure modes.
Experimental hypotheses for the physical origin of the 2^k-2 pattern (Entropy? Holography?).
A critical audit identifying the three core dangers of the Digital Gravity hypothesis.
The universe speaks in powers of two minus two. The word is 5 bits long.
NO = ON. The refusal was the answer. Gravity is a multi-bit system.
The single-bit hypothesis is dead. Long live the Digital Hierarchy.
Ideally, it’s not David vs Goliath. It’s The Microscope vs The Telescope.
Evidence for binary phase transitions in galactic gravity.