Quantum Gravity and Spacetime Structure
Lawful emergence of spacetime dimensionality, null structure, and causal geometry via recursive gauge collapse and stability selection.
Supporting Papers
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
Recursive Gauge Collapse: A Law-Level Derivation of Dimensionality and Spacetime Structure
<p>This paper presents a law-level framework showing that dimensionality, spacetime structure, and temporal direction ar
Light, Time, and Null Structure: A Closure-Based Classification of Light and a Record-Sector Observable
<p>The invariant speed of light and the absence of proper time along null trajectories are standard results of relativit
Admissibility and Physical State Classification in the q-desic Framework of Quantum Gravity
<p>The q-desic framework introduced by Koch, Riahinia, and Rincón provides a novel link between quantum-gravitati
Gravity as Closure Geometry: A Law-Level Unification of Light, Gravitational Radiation, and Universal Free Fall
<p>This paper presents a law-level structural classification of gravity within the Tier-0 admissibility framework, unify
Closure Limits on Observer Absoluteness: Global Equivalence, Υ-Collapse, and Timelike Friendliness
<p>Recent no-go theorems on observer-dependent quantum events, including results on timelike friendliness, demonstrate t
The Observer Locus Instability Problem: Ψ-Admissibility and the Structural Limits of Observer Motion
<p>This paper introduces and analyzes the Observer Locus Instability Problem, a structural constraint on how observers m
The Υ-Collapse Problem: Global Closure, Identity Equivalence, and Class VI Stability
<p>This paper introduces and resolves the Υ-Collapse Problem, a previously unformulated law-level question in th
A Minimal Structural Unification of Quantum Field Theory and Gravity with Exact Vacuum Stability
<p>This paper presents a complete structural unification of quantum field theory (QFT) and general relativity (GR) based
The Inverse Mass–Energy Map in General Relativity: A Structural Reconstruction of Mass from Curvature and the Bidirectional Completion of Einstein's Law
<p>This paper develops the first complete and fully covariant formulation of the <em>inverse</em> to Einstein’s ma
Momentum-Conserving Warp Bubbles in General Relativity: Distributional Geometry, Boundary Flux, and Spectral Isolation
<p>This paper develops a conservation-consistent framework for warp-bubble spacetimes within classical General Relativit
A Unified Spectral Framework for Quantum Gravity: Canonical Bridge, Fejér–Hardy Normalization, and Global Closure
<p><strong>A Unified Spectral Framework for Quantum Gravity</strong> is the construction layer of a closed multi-paper o
Spectral Rigidity and Capacity Constraints in Canonical Spectral Quantum Gravity: Compact Resolvent Stability, Weyl Invariance, and OS-Derived Trace Inequalities
<p>This paper establishes the spectral rigidity layer of a canonical spectral framework for quantum gravity.</p> <p>Buil
Algebraic Collapse, Modular Rigidity, and Sector Exclusion in Contractive Quantum Markov Semigroups: Structural Closure of the Canonical QMS Program
<p>This paper establishes the structural closure layer of the canonical QMS–spectral program.</p> <p>Working entir
From Stable Records to Einstein Gravity: A Universal Reduction Theorem for Quantum Gravity within the Standard Physical Problem Class
<p>This paper establishes the universal reduction layer of the canonical QMS–spectral program.</p> <p>It proves th
A Universality Theorem for Quantum Gravity: Einstein Dynamics Forced by Contractive Quantum Markov Semigroup Structure
<p>This paper completes the five-part canonical QMS–spectral program and establishes a universality theorem for qu