THE NULL POINTER SINGULARITY: Ontological Information Limits and the Thermodynamic Cessation of Time

This paper develops an information-theoretic ontological framework that treats temporal succession and motion as emergent consequences of finite information processing. Building on Landauer’s principle and holographic/Bekenstein bounds, I introduce the generalized Yücel–Landauer relation: which identifies a formal energy density associated with the continuous erasure of past state information (informational energy), where represents the characteristic timescale of the erasure process. I show how this energy density can act as a repulsive component in the Einstein equations, producing expansion effects phenomenologically identical to dark energy. I embed into the Friedmann equations, propose simple parametrizations for its time/redshift dependence, and sketch a rigorous observational strategy to confront the model with modern cosmological data (CMB, BAO, SNe Ia, local ). Furthermore, I define the Null Pointer Singularity as the ontological limit where the rate of entropy production tends to zero and the system can no longer instantiate a successive state—a formal boundary for temporal flow. I discuss phenomenological implications, theoretical limitations, empirical signatures, and connections with thermodynamic approaches to gravity (Jacobson; Padmanabhan) and emergent gravity proposals (Verlinde).