Abstract We present a theoretical framework for quantum entanglement grounded in the principle of differentiation via irreversible information gain. Rather than viewing entanglement as a coordination between separate entities, we treat the entangled system as a fundamentally undifferentiated joint excitation. We demonstrate that the differentiation of a single subsystem physically resolves the joint state, thereby fixing the outcomes of the entire system. Using the formalisms of bipartite density matrices and reduced states, we show that entanglement represents a persistent joint reality where differentiation applies to the global system rather than its individual parts. This framework maintains consistency with unitary evolution and decoherence theory while introducing a rigorous conceptual criterion for the emergence of classical facts. Our framework is consistent with modern high-precision experimental results and provides an ontological interpretation of their observed correlations without necessitating superluminal signaling or modifications to the mathematical core of quantum mechanics.
Vikram Chauhan (Sat,) studied this question.