Nitin Dagar is an Independent Researcher focused on the intersection of Discrete Spacetime Geometry, Information Theory, and Formal Ontology. He is the architect of the Anadihilo ($\anh$) framework, which proposes a radical shift from continuous manifold physics to a discrete informational grid governed by a universal resolution constant ($i=10^{-4}$).

His work provides deterministic resolutions to long-standing paradoxes, including the N-Body Singularity problem, Quantum Entanglement (via Base-Value Synchronization), and the geometric origin of Relativistic Jets. By redefining mass as "Grid Friction" (Systemic Mass Unit - SMU) and utilizing the Axiom of Normalization ($\anh + n = 0_U$), his research bridges the gap between sub-atomic structural limits and macro-scale galactic dynamics. Current focus includes the discrete evaluation of the Riemann Zeta function and the mechanical failure states of spacetime lattices (Hyper-Vortex logic).