A Mathematical Model for When Heaven Opens

A Mathematical Model for When Heaven Opens: Temporary Inter-Domain Accessibility, Higher-Dimensional Geometry, and Wormhole-Like Connectivity develops a mathematical framework for the idea that a normally inaccessible domain may become temporarily accessible through changes in coupling, dimensional geometry, perception, information transfer, or spacetime connectivity. Using an accessibility field, higher-dimensional embeddings, the Flatland analogy, and wormhole geometry, the article provides a rigorous mathematical companion to the broader interdisciplinary discussion presented in Peter I. Kattan's book When Heaven Opens: Biblical Visions, Hyperspace, Wormholes, and the Physics of Transcendent Reality. This article is offered as a free download for readers interested in the mathematical and physical foundations of the concept, while the complete book-available for purchase-develops the biblical passages, theological implications, scientific analogies, and broader interpretation of what it may mean for "heaven to open."