Microstructure of Black Holes and Cosmological Remnants in Twistor-EBIKK-β Gravity

We propose a heuristic framework for black-hole microstructure based on a synthesis of twistor geometry, entropic principles, and non-local field theory. The model replaces the classical singularity with a dynamical network of Planck-scale cells modeled by CP1 and carrying quantized spin flux. The evolution of this “twistor foam” is governed by a modified Dirac equation incorporating a non-local regulator (1 + β□)−1/2, postulated to regularize UV divergences. Hawking evaporation is shown to terminate at a finite mass, yielding stable Planck-mass remnants (Mrem ∼ 5 × 10−9 kg) that satisfy basic constraints for cold dark matter. The framework generates concrete phenomenological predictions: discrete lines in the gravitational-wave spec- trum (potentially at 10−4–104 Hz), excess power in the CMB angular spectrum at ℓ > 3000 with amplitude∆T /T ∼ 10−7, and anomalous heating of gas in galactic halos. While several mathematical aspects remain to be rigorously established, the model provides a testable bridge between speculative quantum-gravity ideas and near-future observations by gravitational-wave detectors, CMB experiments, and X-ray telescopes.