Release Notes - v2.1.1

We are pleased to announce the first official preprint release of the paper: "A Geometric Interpretation of Wave-Particle Duality via Spacetime Volumetric Confinement."

This repository contains the complete theoretical manuscript and mathematical frameworks exploring a deterministic, geometric mechanism for quantum mechanics.

Core Contributions:

• The Volumetric Confinement Framework: Introduces a novel geometric equation ($V = \nu \lambda S t = Sct$) that bridges microscopic quantum parameters directly with macroscopic spatial volumes.
• Deterministic Collapse Mechanism: Proposes that physical "observation" acts as a geometric compression of local spacetime volume ($V$), mechanically forcing delocalized wave topologies into localized particle states.
• Proposed Empirical Test: Outlines the Geometric Gradient Grating Test, a continuous-variable experimental scheme designed to verify the dynamic expanding of interference fringe spacing ($\Delta x$) based on detector distance.
• Calculus Refinement: Incorporates a continuous-field integral equation ($\int S(x,t) dx$) to model dynamic wave-packet localization.

Repository Contents:

• `17_A_Geometric_Interpretation_of_Wave-Particle_Duality_via_Spacetime_Volumetric_Confinement_v1.0.pdf`` — The complete theoretical text (Abstract, Mathematical Models, Experimental Scheme, and Conclusions) in both English.