Hierarchical Self-Referential Reconstruction Cosmology A: From Logical Dynamics to Computable Emergence

This paper proposes a hierarchical cosmological theoretical framework, the coreviewpoint of which is that the regularities of the observable universe (such as computability and effective information conservation) are not fundamental underlyingaxioms, but rather properties that emerge after being filtered by specific constraintconditions from a more foundational logical space characterized by infinite selfreference and dynamic reconstruction. This logical space has ”infinite self-referentialreconstruction” as its sole fundamental dynamics, without presupposing closure,computability, or information conservation. Within this framework, the physicallaws familiar to us (such as General Relativity and Quantum Mechanics) are understood as effective descriptions manifested within specific cosmological branches thatsatisfy the constraints of ”homotopy rigidity” and ”computability constraint”. Thismodel not only provides explanations beyond anthropic principles for questions suchas ”why mathematics is effective” and ”why the universe is computable”, but alsoderives a series of testable cosmological predictions, such as a specific evolutionarypattern for the cosmological constant.