Nitin Dagar is an Independent Researcher specialized in the intersection of Discrete Spacetime Geometry, Information Theory, and Formal Ontology. He is the developer of the Anadihilo ($\anh$) framework, a theoretical model that proposes a transition from continuous manifold physics to a discrete informational grid defined by a universal resolution constant ($i = 10^{-4}$).

His research investigates deterministic resolutions for complex physical problems, including the N-Body Singularity, the geometric origins of Relativistic Jets, and Quantum Entanglement via Base-Value Synchronization. By conceptualizing mass as "Grid Friction"—quantified through the Systemic Mass Unit (SMU)—his work attempts to bridge the structural gap between sub-atomic constraints and macro-scale galactic dynamics. This approach is mathematically rooted in the Axiom of Normalization ($\anh + n = 0_U$).

Currently, his research focuses on the discrete evaluation of the Riemann Zeta function and the study of mechanical failure states in spacetime lattices through Hyper-Vortex logic.