J. San Park

Three-Phase Geometry and Phase Unfolding: A Common Geometric Framework for Relativistic and Quantum Relations

This study extends phase unfolding from a single closed phase to a three-directional phase structure composed of three mutually orthogonal phase directions. The three directions are treated as directional components of a single phase structure rather than as intrinsically differe...

Three-Phase Geometry and Phase Unfolding: A Common Geometric Framework for Relativistic and Quantum Relations

This study extends phase unfolding from a single closed phase to a three-directional phase structure composed of three mutually orthogonal phase directions. The three directions are treated as directional components of a single phase structure rather than as intrinsically differe...

Phase Direction after Unfolding and the Emergence of Discrete Charge Ratios

This study examines whether discrete electric-charge ratios can emerge from the directional configuration of phase components after Phase Unfolding. Starting from a closed phase structure, the analysis constructs directional configurations relative to a common progression without...

Geometric Relations between Relative Phase Difference and Hyperbolic Geometry in Special Relativity

This study presents a geometric interpretation of key relations in special relativity through relative phase difference and phase unfolding. A relative phase difference Δθ is associated with the relative state of motion between two observers, connecting the circular relations sin...

Path-Governed Data Security: A Framework for Data Path Creation Control

Abstract Conventional data security relies primarily on authentication and access control to prevent unauthorized access to protected data. However, when a legitimate account or credential is compromised, or when authorized privileges are misused, access to data may lead to new d...

Phase Direction after Unfolding and the Emergence of Discrete Charge Ratios

This study examines whether discrete electric-charge ratios can emerge from the directional configuration of phase components after Phase Unfolding. Starting from a closed circular phase structure, the analysis constructs directional configurations without assigning particle char...

Geometric Relations between Relative Phase Difference and Hyperbolic Geometry in Special Relativity

This study presents a geometric interpretation of key relations in special relativity through relative phase difference and phase unfolding. A relative phase difference Δθ is associated with the relative state of motion between two observers, connecting the circular relations sin...