Keiji Sakamoto

Koma Density Geometry ── Connection Conditions between Density-Derived Informational Structure and Effective Geometry

This paper organizes the mathematical scope for extracting informational structure from the Koma density kernel $\rho$ and connecting it to an effective geometry. We introduce a Fisher-information-type functional for the density kernel, and consider its local gradient structure $...

Koma Density Geometry ── Connection Conditions between Density-Derived Informational Structure and Effective Geometry

This paper organizes the mathematical scope for extracting informational structure from the Koma density kernel $\rho$ and connecting it to an effective geometry. We introduce a Fisher-information-type functional for the density kernel, and consider its local gradient structure $...

The Dualbind Gravity Model ── Curvature Emergence from Information Placement Density (Koma Theory)

This paper presents the Koma Gravity Model — the gravitational branch of Koma Theory — as a structural hypothesis for the problem domain of emergent gravity. In this model, the spatial placement density of quantum information units is expressed as a dimensionless information fiel...