Informational Gravity III: Quantum Mechanics and the Structure of the Causal Network

We extend the Informational Gravity framework (Papers I-II) to quantum mechanics. Papers I and II established the nodes of the causal network (informationally bound energy) and defined their spatial relationships through bidirectional causal connectivity. This paper identifies the connections: massless interactions as timeless field potentials that link nodes without temporal extension. This identification yields a taxonomy of physical relationships - causal connections, entanglement, and the absence of connection - that proposes to reframe the EPR paradox without invoking nonlocality, accommodates Bell inequality violations within its ontological categories, provides an account of delayed choice experiments, and aims to dissolve the measurement problem by proposing that every interaction between a timeless connection and a time-bound system (any system with mass and proper time) constitutes a projection - removing the need for a special category of "measurement." An independent result - that finite informational capacity of a discrete network grounds a structural reading of the uncertainty principle - connects quantum indeterminacy to the framework's foundational structure. The framework does not modify quantum mechanics but offers an interpretive ontology in which its features become natural consequences of a causal network rather than irreducible axioms. We argue that this ontology renders the Many Worlds interpretation unnecessary.