MultiNodal Conformal Cyclic Cosmology (MCCC)

Multinodal Conformal Cyclic Cosmology (MCCC) is a principle-based cosmological framework in which the universe evolves through successive aeons connected by conformal, non-singular transitions, without a privileged beginning or end. Unlike standard Big Bang cosmology or single-boundary conformal models, MCCC posits that conformal transitions are local and distributed, occurring across a network of multiple conformal nodes rather than at a unique global boundary. In MCCC, spacetime is constrained by three empirically established principles: finite causal propagation (the universality of the speed of light 𝑐), finite informational resolution (the quantum of action ℏ), and holographic entropy bounds. Taken together, these principles imply that no single geometric or informational description can be both globally complete and locally accessible. As a consequence, cosmology must be formulated in terms of multiple conformal realizations, each locally complete within its causal domain but globally non-exhaustive. Each conformal node represents a region where spacetime approaches its conformal limit and saturates its holographic entropy bound. Such nodes arise naturally in regimes of extreme curvature and causal closure, including black hole interiors. The global universe is not described by a single conformal infinity, but by the collective informational saturation of all nodes. Holography is therefore realized as a distributed network property, rather than as a single boundary condition. Cyclic evolution in MCCC is driven by informational continuity rather than by singular dynamics. Information is neither created nor destroyed across aeons; it is re-encoded through conformal transformations between nodes. Apparent cosmological initial conditions, dark gravitational effects, and late-time acceleration emerge as manifestations of inherited geometric and informational structure, rather than as fundamental inputs. By recognizing the necessity of multiple conformal nodes, MCCC provides a coherent reconciliation of general relativity and quantum mechanics without modifying either theory. Relativistic causality governs geometric structure within each node, quantum theory governs local informational resolution, and holography governs the equivalence and continuity between nodes. No global observer or meta-spacetime is required. MCCC eliminates the need for multiverse scenarios, ontological quantum randomness, and arbitrary initial conditions. The universe is singular in its informational budget, cyclic in its evolution, and multinodal in its conformal realization.