New results in the Chronosphere model numerical confirmation, cosmological consequences, explanation of quantum entanglement and the nature of antiparticles

This work presents new results developing the Chronosphere model, a discrete spacetime theory previously proposed by the author. Based on one-dimensional quantum analysis using DMRG/MERA tensor network methods, the predictions for the central charge (c ≈ 1.0365) and the logarithmic correction coefficient β = (π-3)/(4π) are numerically confirmed. A cosmological model is developed where the dynamics of the parameter ε = a/R naturally explains inflation, the current accelerated expansion, and the nature of dark energy; the dilaton potential is derived from first principles using icosahedral symmetry. The paper proposes an interpretation of quantum entanglement as a manifestation of the topological connectedness of the chronon lattice, resolving the nonlocality paradox. Antiparticles are explained as vibrational modes with opposite phase and as opposite vertices of the icosahedron, providing a geometric origin for baryon asymmetry through the number π-3. Philosophical implications, including the rejection of the anthropic principle in favor of a Kantian ideal of striving, are discussed. An MCMC software package for testing the model against Planck 2018, Pantheon+, and DESI BAO data is introduced.