United States Department of Labor

A Pre-Registered Identification Study of the Channel-Number Coordinate (n_chan) in Gravitational Manipulation Theory v2.9 (Rev.P)

This record contains the full preprint, figures, tables, and reproducibility package for GMT v2.9 Rev.P, a pre-registered identification study examining whether the channel-number index n_chan constitutes a recoverable operator-complexity coordinate or instead acts as a proxy abs...

HELM - Topology-Adaptive Geometric Routing with Non-Equilibrium Path Estimation and Orthogonal Channel Encoding

HELM (Hyperbolic Embedding with Langevin Manifolds) is a layered routing architecture for networks where topology and traffic both change faster than conventional protocols comfortably assume. It combines three separable layers: a geometric forwarding layer that selects between h...

Gravitational Manipulation Theory v2.5 — Range-Regime Scaling of Information Sufficiency

Gravitational Manipulation Theory (GMT) v2.5 — Range-Regime Scaling of Information Sufficiency GMT v2.5 extends the reconstruction-information sufficiency framework of GMT v2.4 from apparatus-design space to the joint apparatus × interaction-range domain. The interaction range is...

Gravitational Manipulation Theory v2.4 — Apparatus-Space Scaling of Information Sufficiency

Gravitational Manipulation Theory (GMT) v2.4 extends the information-sufficiency program from a finite three-class robustness test to a pre-registered apparatus-design space. GMT v2.2 established, for a single Controlled Synthetic Apparatus (CSA), operator sufficiency at (L^*{\ma...

Gravitational Manipulation Theory v2.4 — Apparatus-Space Scaling of Information Sufficiency

Gravitational Manipulation Theory (GMT) v2.4 extends the information-sufficiency program from a finite three-class robustness test to a pre-registered apparatus-design space. GMT v2.2 established, for a single Controlled Synthetic Apparatus (CSA), operator sufficiency at (L^*{\ma...

Gravitational Manipulation Theory v2.3 — Multi-Apparatus Information Sufficiency and Minimum-Record Robustness

GMT v2.2 established, for a single Controlled Synthetic Apparatus (CSA), a minimum record for reconstructing a precision-force constraint: operator sufficiency at L*_operator = I2 and a minimum sufficient set I_min = I4. That result was representative-class and was explicitly not...

Gravitational Manipulation Theory v1.9: Model-Dependence of Native Screening and Cross-Experiment Constraint Robustness

Gravitational Manipulation Theory (GMT) v1.9 tests whether the cross-experiment constraint structure established in GMT v1.7–v1.8 depends on the choice of screening model. GMT v1.7 made the screened-scalar constraint pipeline computationally reproducible, and GMT v1.8 reconstruct...

Gravitational Manipulation Theory v2.0: Model-Native Constraint Reconstruction Across Screening Mechanisms

Gravitational Manipulation Theory v2.0 — Model-Native Constraint Reconstruction Across Screening Mechanisms Version 2.0 advances the GMT program from the fixed-mapping “surface swap” tests of v1.9 to a fully model-native reconstruction framework. Each screened-scalar mechanism is...

Gravitational Manipulation Theory v2.0: Model-Native Constraint Reconstruction Across Screening Mechanisms

Gravitational Manipulation Theory v2.0 — Model-Native Constraint Reconstruction Across Screening Mechanisms Version 2.0 advances the GMT program from the fixed-mapping “surface swap” tests of v1.9 to a fully model-native reconstruction framework. Each screened-scalar mechanism is...

Gravitational Manipulation Theory v1.8: First-Principles Single-Body Screening and Full Physics-Native Constraint Closure

Gravitational Manipulation Theory (GMT) v1.8 completes the transition of the GMT constraint pipeline from legacy-dependent reconstruction to a fully physics-native and reproducible framework. GMT v1.7 removed the legacy grid-generation dependency and reconstructed the two-body mu...

Gravitational Manipulation Theory v1.9: Model-Dependence of Native Screening and Cross-Experiment Constraint Robustness

Gravitational Manipulation Theory (GMT) v1.9 tests whether the cross-experiment constraint structure established in GMT v1.7–v1.8 depends on the choice of screening model. GMT v1.7 made the screened-scalar constraint pipeline computationally reproducible, and GMT v1.8 reconstruct...

Gravitational Manipulation Theory v1.7: Grid-Native Reconstruction, Symmetron Mutual Screening, and Reproducible Experimental Constraints

Gravitational Manipulation Theory (GMT) v1.7 rebuilds the GMT experimental-constraint pipeline as a grid-native, physics-native, and reproducible framework. This release addresses two remaining provenance dependencies inherited from earlier GMT constraint analyses: an unreleased...