Frame of reference
View article: IBEX-Hi digital maps every 6 months
IBEX-Hi digital maps every 6 months Open
As of this writing (11/5/2010), this product had been issued by the IBEX team in two releases. Release 1 IBEX-Hi map data are superseded by Release 2 data which are more time-extensive (12 months vs. 6 months) and are richer in content. Wh…
View article: Wigner's Frame
Wigner's Frame Open
This article suggests that thinking about the role of reference frames can provide new insight into Extended Wigner's Friend scenarios. This involves appealing to symmetries to make a principled distinction between properties of a system w…
View article: Mach Frames in General Relativity: Observer Congruences, Gravitomagnetic Structure, and Nested Inertial Hierarchies
Mach Frames in General Relativity: Observer Congruences, Gravitomagnetic Structure, and Nested Inertial Hierarchies Open
This paper introduces Mach frames as equivalence classes of metrics and coordinates tied to physically selected observer congruences uμ(x)uμ(x) in General Relativity, distinguishing sharply between gauge transformations within a Mach frame…
View article: Computable Coordinate System Objects: Theory and Applications
Computable Coordinate System Objects: Theory and Applications Open
— We present a unified computational framework for geometry and physics based on the concept of Computable Coordinate Systems. The central idea is to elevate coordinate systems from passive references to first-class algebraic objects, deno…
View article: Wigner's Frame
Wigner's Frame Open
This article suggests that thinking about the role of reference frames can provide new insight into Extended Wigner's Friend scenarios. This involves appealing to symmetries to make a principled distinction between properties of a system w…
View article: Mach Frames in General Relativity: Observer Congruences, Gravitomagnetic Structure, and Nested Inertial Hierarchies
Mach Frames in General Relativity: Observer Congruences, Gravitomagnetic Structure, and Nested Inertial Hierarchies Open
This paper introduces Mach frames as equivalence classes of metrics and coordinates tied to physically selected observer congruences uμ(x)uμ(x) in General Relativity, distinguishing sharply between gauge transformations within a Mach frame…
View article: Speculation on the Inter-relation between Special Relativity and Quantum Mechanics
Speculation on the Inter-relation between Special Relativity and Quantum Mechanics Open
Special relativity seems to be associated with linking physical relations as seen in one frame with those as seen in a frame moving at a speed relative to such a frame. A constant speed is often used for the moving frame. This suggests tha…
View article: Speculation on the Inter-relation between Special Relativity and Quantum Mechanics
Speculation on the Inter-relation between Special Relativity and Quantum Mechanics Open
Special relativity seems to be associated with linking physical relations as seen in one frame with those as seen in a frame moving at a speed relative to such a frame. A constant speed is often used for the moving frame. This suggests tha…
View article: Global Perceptual Organization Entitles the Reference Frame to Dominate the Spatial Perception of Targets
Global Perceptual Organization Entitles the Reference Frame to Dominate the Spatial Perception of Targets Open
This repository contains all research materials, analysis code, and anonymized data for the study. Please refer to the README files within each folder for detailed structure and usage information.
View article: A Proposed Laboratory Test of Einstein's One-Way Light-Speed Isotropy Convention Using a Mid-Point Timing Measurement
A Proposed Laboratory Test of Einstein's One-Way Light-Speed Isotropy Convention Using a Mid-Point Timing Measurement Open
Special Relativity rests on two postulates and one critical convention: that the one-way speed of light is isotropic (c in both directions) in every inertial frame. This convention is not directly testable by any experiment that presuppose…
View article: A Proposed Laboratory Test of Einstein's One-Way Light-Speed Isotropy Convention Using a Mid-Point Timing Measurement
A Proposed Laboratory Test of Einstein's One-Way Light-Speed Isotropy Convention Using a Mid-Point Timing Measurement Open
Special Relativity rests on two postulates and one critical convention: that the one-way speed of light is isotropic (c in both directions) in every inertial frame. This convention is not directly testable by any experiment that presuppose…
View article: Some Experimental Evidence for Mazein Mechanics
Some Experimental Evidence for Mazein Mechanics Open
This study presents an analysis of gyroscopic anomalies—persistent small zero drifts andnon-zero signals observed in high-precision gyroscopes—within the framework of MazeinMechanics (MM), a novel fundamental theory of dynamics. MM is base…
View article: Operational Reconstruction of Local Spacetime Geometry in General Relativity
Operational Reconstruction of Local Spacetime Geometry in General Relativity Open
We show that the directly measurable kinematical and matter fields of a physical observer congruence in general relativity provide a complete operational data set for reconstructing the local spacetime geometry. Building on the temporal co…
View article: Operational Reconstruction of Local Spacetime Geometry in General Relativity
Operational Reconstruction of Local Spacetime Geometry in General Relativity Open
We show that the directly measurable kinematical and matter fields of a physical observer congruence in general relativity provide a complete operational data set for reconstructing the local spacetime geometry. Building on the temporal co…
View article: Some Experimental Evidence for Mazein Mechanics
Some Experimental Evidence for Mazein Mechanics Open
This study presents an analysis of gyroscopic anomalies—persistent small zero drifts andnon-zero signals observed in high-precision gyroscopes—within the framework of MazeinMechanics (MM), a novel fundamental theory of dynamics. MM is base…
View article: The Informational Boundary of Light and 97% of the Universe: The Photon Travels As Far As It Knows
The Informational Boundary of Light and 97% of the Universe: The Photon Travels As Far As It Knows Open
In standard physics, the photon travels infinitely unless absorbed. In Generative Dynamics (G.D.), the photon has an informational edge — it travels as far as it knows. This paper introduces the operator Rγ = f(I), where R is the edge and …
View article: The Informational Boundary of Light and 97% of the Universe: The Photon Travels As Far As It Knows
The Informational Boundary of Light and 97% of the Universe: The Photon Travels As Far As It Knows Open
In standard physics, the photon travels infinitely unless absorbed. In Generative Dynamics (G.D.), the photon has an informational edge — it travels as far as it knows. This paper introduces the operator Rγ = f(I), where R is the edge and …
View article: Arimitsu OS: Conceptual Structure and Layered Interpretation of Cognitive Dynamics
Arimitsu OS: Conceptual Structure and Layered Interpretation of Cognitive Dynamics Open
This project presents the “Prayer vs Clinging” model as a conceptual and interpretive sub-framework within Arimitsu OS v5.3-D. The distinction between Prayer and Clinging is not treated as a moral, religious, or psychological category, but…
View article: LFIS–11: Cadence Geometry Concept Compendium Light Frame Infrastructure Series — Volume 11
LFIS–11: Cadence Geometry Concept Compendium Light Frame Infrastructure Series — Volume 11 Open
LFIS–11 presents the complete conceptual architecture of Light Frame Cadence Geometry.This volume defines all C-numbered concepts (C00–C89) that form the structural foundation of the Light Frame framework, including cadence polarity, repre…
View article: LFIS–12: Light Frame Infrastructure Series — Formula Compendium: Volume 12
LFIS–12: Light Frame Infrastructure Series — Formula Compendium: Volume 12 Open
LFIS–12 is the complete mathematical index of the Light Frame Cadence Geometry framework.It gathers every S-numbered formula used throughout the Light Frame Infrastructure Series (LFIS–01 through LFIS–10) and presents them in a unified, re…
View article: LFIS–11: Cadence Geometry Concept Compendium Light Frame Infrastructure Series — Volume 11
LFIS–11: Cadence Geometry Concept Compendium Light Frame Infrastructure Series — Volume 11 Open
LFIS–11 presents the complete conceptual architecture of Light Frame Cadence Geometry.This volume defines all C-numbered concepts (C00–C89) that form the structural foundation of the Light Frame framework, including cadence polarity, repre…
View article: Computable Coordinate System Objects: Theory and Applications
Computable Coordinate System Objects: Theory and Applications Open
— We present a unified computational framework for geometry and physics based on the concept of Computable Coordinate Systems. The central idea is to elevate coordinate systems from passive references to first-class algebraic objects, deno…
View article: LFIS–12: Light Frame Infrastructure Series — Formula Compendium: Volume 12
LFIS–12: Light Frame Infrastructure Series — Formula Compendium: Volume 12 Open
LFIS–12 is the complete mathematical index of the Light Frame Cadence Geometry framework.It gathers every S-numbered formula used throughout the Light Frame Infrastructure Series (LFIS–01 through LFIS–10) and presents them in a unified, re…
View article: LFIS–08: Rotation Geometry and the Torsional Cadence Correction (S23)
LFIS–08: Rotation Geometry and the Torsional Cadence Correction (S23) Open
LFIS–08 develops the rotational sector of Light Frame Cadence Geometry by introducing the tangential cadence curvature axis \TR\TR\TR and deriving the torsional cadence correction (S23). Rotation introduces an orthogonal deformation that m…
View article: LFIS–08: Rotation Geometry and the Torsional Cadence Correction (S23)
LFIS–08: Rotation Geometry and the Torsional Cadence Correction (S23) Open
LFIS–08 develops the rotational sector of Light Frame Cadence Geometry by introducing the tangential cadence curvature axis \TR\TR\TR and deriving the torsional cadence correction (S23). Rotation introduces an orthogonal deformation that m…
View article: TACHYONIC FIELD THEORY ON κ-DEFORMED SPACETIME: RESOLVING CAUSALITY VIA DUAL METRICS AND THE EXTENDED RELATIVITY GROUP
TACHYONIC FIELD THEORY ON κ-DEFORMED SPACETIME: RESOLVING CAUSALITY VIA DUAL METRICS AND THE EXTENDED RELATIVITY GROUP Open
We propose a concrete extension of special relativity, the Extended Relativity Group (ERG), to incorporate superluminal (tachyonic) degrees of freedom without violating causality. We replace the standard Poincaré symmetry with a κ-deformed…
View article: LFIS–07: Drift–Sink System (S12–S13) and Cosmological Integration
LFIS–07: Drift–Sink System (S12–S13) and Cosmological Integration Open
LFIS–07 develops the drift–sink system (S12–S13) that governs large-scale cadence flow in Light Frame Cadence Geometry and provides the cosmological integration of the theory. Drift is defined as the outward curvature bias generated by TS-…
View article: LFIS–01: Derivation of the Cadence Law of Motion (S14) from Cadence Geometry
LFIS–01: Derivation of the Cadence Law of Motion (S14) from Cadence Geometry Open
LFIS–01 provides the canonical derivation of the Cadence Law of Motion (S14) within the Light Frame Cadence Geometry framework.Rather than introducing S14 as a heuristic or phenomenological relation, this volume demonstrates that its struc…
View article: Cadence Overview v1.0 — Light Frame Cadence Geometry (as of 2025-12-03
Cadence Overview v1.0 — Light Frame Cadence Geometry (as of 2025-12-03 Open
Cadence Overview v1.0 provides a concise, canonical summary of the Light Frame Cadence Geometry framework as of 2025-12-03.Where Foundations v1.0 records the full structure of the theory, this Overview distills the model into its essential…
View article: LFIS–01: Derivation of the Cadence Law of Motion (S14) from Cadence Geometry
LFIS–01: Derivation of the Cadence Law of Motion (S14) from Cadence Geometry Open
LFIS–01 provides the canonical derivation of the Cadence Law of Motion (S14) within the Light Frame Cadence Geometry framework.Rather than introducing S14 as a heuristic or phenomenological relation, this volume demonstrates that its struc…