Papers
4 preprints
Cosmological Constant from Entanglement Entropy
A derivation via Jacobson-Cai-Kim horizon thermodynamics
Derives the cosmological constant from the logarithmic correction to entanglement entropy, obtaining a prediction within a factor of 1.4 of the observed value.
Einstein's Equations from Information Capacity
Capacity-metric duality and the Clausius derivation
Shows that Einstein's field equations emerge from the Clausius inequality when heat flow is measured by information-theoretic timing capacity.
Deriving Einstein's Equations on Causal Sets
From discrete structure to continuum gravity
Extends the capacity-based derivation of Einstein's equations to discrete causal set structures, demonstrating emergence of continuum spacetime.
Thermodynamic Equilibrium and the Cost of Modifying General Relativity
Uniqueness theorems and EFT constraints from horizon entropy production
Proves that GR with cosmological constant is the unique equilibrium point within f(R), Brans-Dicke, Horndeski, Lovelock, and DHOST theory classes, excluding 99.5% of EFT dark energy parameter space.