Mapping of PSR J1930+1852 Using Dillip's Cosmological Equations of State (DCEOS) Derived from the KUTE Axioms Framework

We present a detailed modeling of the binary pulsar PSR J1930+1852 usingDillip’s Cosmological Equations of State (DCEOS), derived from the KUTE axioms framework. The DCEOS Lagrangian incorporates entropy recursion, gaugefield dynamics, and density-dependent phase energy terms rooted in three axioms:nested radical entropy (Axiom 1), quantum mediator coupling (Axiom 2), and tensor lattice quantization (Axiom 3).Our model predicts a persistent 19.1 keV X-ray cyclotron signature and identifiesa verified phase transition threshold at ρcrit = 2.3 × 1017 kg/m3, marking the onsetof a quantized SiPo lattice in Phase 5. Mass-radius predictions align with NICER2025 observations within observational uncertainties, and a dual-peak field responsestructure is derived from crustal fracture modeling.The predictive architecture of DCEOS enables strategic applications includinghypersonic navigation, quantum pulse locking, and cyclotron-based EMP shielding.PSR J1930+1852 serves as a prime candidate for demonstrating lattice-inducedphase stability in neutron star interiors governed by high-density symmetry transitions.