Konno Geometry:The End of the Point Particle

This document contains the full ten-chapter exposition of Konno Geometry, a novel theoretical framework that seeks to unify physics, chemistry, biology, and cognition through the evolution of closed surfaces (φ) in space and time. In contrast to traditional models that rely on point particles, field equations, or probabilistic functions, Konno Geometry describes all phenomena as variations of geometric patterns on structured, evolving surfaces. Time derivatives of φ represent distinct physical meanings: φ (existence) ∂φ/∂t (motion) ∂²φ/∂t² (force) ∂³φ/∂t³ (will or modulation) Each chapter reconstructs key phenomena: Declaration: The End of Point-Particle Physics Definition of Closed Surface φ and Its Derivatives Spin as Surface Torsion Interference as Pattern Overlap and Projection Charge as Laplacian Concentration (∇²φ) The Speed of Light as Maximum Tangential Velocity Chemical Bonding via Curvature Alignment Gravitation as Curvature Flow on φ-Layers Intention and Life as Higher-Order Pattern Modulation Applications to Cosmology, Intelligence, and Scientific Visualization This work is a declaration in favor of a geometrically structured worldview, in which natural laws arise from curvature, deformation, and surface overlap rather than invisible forces or probabilistic abstractions. Author clarification: Tetsuo Konno (今野哲夫), to distinguish from others with similar names.