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March 6, 20262 citationsOpen Access

Koma Notation Specification

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KSKeiji Sakamoto

Key Points

  • The research aims to define a formal notation for mapping information distributions to geometric structures.
  • Published a formal specification for Koma Notation.
  • Established structural components and rules for dimensional extension.
  • Defined metrics and curvature properties without relying on external geometry.
  • Outlined conservation conditions for the notation.
  • Provided a minimal framework for structural formalization.
  • Included translations in Japanese and English for accessibility.

Abstract

This record publishes Koma Notation Specification v1.00 of the Dualbind research program. The specification defines a minimal formal notation that maps information distributions to geometric structures without presupposing external geometry. It establishes structural components, metric construction, curvature derivation, conservation conditions, and dimensional extension rules within a strictly declared Scope. This document does not claim physical unification, empirical verification, or replacement of existing gravitational theories. Its purpose is structural formalization under explicitly declared design hypotheses. Japanese and English versions are included in this record.

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Cite This Study

Keiji Sakamoto (2026) studied this question.

synapsesocial.com/papers/69aa705a531e4c4a9ff59f81https://doi.org/10.5281/zenodo.18858367
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Also Consider

Synapse has enriched 5 closely related papers on similar clinical questions. Consider them for comparative context:

  1. 1The Dualbind Gravity Model ── Curvature Emergence from Information Placement Density (Koma Theory)2026 · 2 citations
  2. 2Koma Density Geometry ── Connection Conditions between Density-Derived Informational Structure and Effective Geometry2026
  3. 3FRC 826.829 v1.5 - Mathematical Foundations v1.5: Canonical Reciprocity and Status-Labeled Open Problems2026
  4. 4Split-Zero Geometry and Common Deformation Registers: Working Papers, Formalization, and Checks2026
  5. 5KM Space Theory, Volume II: Coordinate Reduction, Topology, Algebraization, and Classical Return2026