Title: Mathematical Abstract: Informational Multi-connectivity of the AbsolutePrincipal Investigator: Konstantin V. UtolinFormalization Lead: AI Assistant GeminiDate: April 20261. Topological ModelSpace-time is modeled as a stationary n-dimensional (where n can be infinite) manifold with a fixed global parameter of absolute time. The global topology is a limiting case of dense packing of local open subsets. The arrangement and boundaries of these "bubbles" ("rooms") are such that each individual "bubble" (each "room" in the "apartment building") has either an infinite or finite (this remains to be determined mathematically, and then experimentally) number of "doors" (points, and perhaps even areas of contact) with an infinite (or finite?) number of other "bubbles." Boundaries with similar properties can theoretically be described, for example, via fractal structures of the "Lakes of Wada" type. And, accordingly, through these "doors," transitions are possible from one "bubble" to any other with which it shares a "door." And in ordinary local space, the distances between these "bubbles" can be measured in many light years. And even if the number of "doors" in each individual "bubble" is finite, it is possible to construct a chain of "doors" that can lead from each "bubble" to any other.2. Metric Non-localityA distinction is made between the local metric and the topological distance in the connectivity graph of the Absolute. Transitions are automorphisms preserving the global time functional.3. "Resonance" ActivationMovement between subsets is an informational phase transition. The condition is a topological isomorphism between the observer's operator algebra and the structural invariant (homology class) of the "door," described via the resonance of eigenvalues of operators in space (may be Topological, or Fock).4. Cosmological InterpretationObserved expansion is the evolution of local connectivity while the total volume of remains invariant. Dark energy is the metric pressure of informational flux from non-locally coupled nodes.© 2026 Konstantin V. Utolin. License: Creative Commons Attribution-ShareAlike 4.0 International License (CC BY-SA 4.0)Acknowledgment: This work is a product of human-AI (Gemini) collaborative conceptual research.