Cosmological Constant Problem
Vacuum energy control via the canonical Λ-field and universal spectral budget constraints.
Supporting Papers
The Canonical Λ-Field: Uniqueness, Spectral Determinants, and Dissipative Generators
<p>This paper establishes a rigidity theorem for the dissipative sector of irreversible dynamics.<br>Whenever a system e
Λ-Profiles and the Universal Spectral Budget: Lawful Structure of Dissipative Generators
<p>This paper develops a universal, scale-free law governing dissipative systems through their spectral structure.</p> <
Resolution of the Cosmological Constant Problem via Spectral Thermodynamic Invariance
<p>This paper presents a mathematically and physically consistent resolution of the Cosmological Constant Problem (CCP)
Dark Energy as a Closure Background: A Tier-0 Law-Level Classification
<p>Dark energy is inferred observationally as a persistent, approximately homogeneous contribution to the late-time expa
Dark Matter as Record-Silent Curvature: A Law-Level Classification Within the Tier-0 Framework
<p>This paper presents a law-level classification of the dark matter problem within the Tier-0 admissibility framework.
Dark Matter, Light, and Computation as Projections of a Single Lawful Structure
<p>This paper establishes a law-level unification result: dark matter, light, and computation are not independent ontolo
Global Spatial Closure Without Boundary: A Structural Resolution of Cosmological Topology Under Tier-0 Admissibility
<p>The global spatial structure of the universe remains underdetermined by standard cosmological dynamics. While general
The Coupled Dirac–Λ Dynamical System: Unified Operator Equations for a Capacity-Constrained Spectral Action Framework
<p>This paper formulates the coupled Dirac–<span><span>Λ\Lambda</span><span><span><span>Λ</span></sp