A Geometric Tensor Model for Gravity: Spatial Sheets and Wave Function Collapse v2 (Updated Model)

Abstract: We propose a novel model of gravity as a spatial tensor field, eliminating temporal dynamics in favor of a force-space geometry. Gravitational interactions emerge from observer-dependent reference planes, described by a second-order spatial and first-order force derivative equation. Fast Fourier transforms (FFT) of these planes yield discrete shapes, yet the field remains continuous until measurement. Wave function collapse produces measurable gravitational acceleration, reconciling quantized and continuous interpretations via duality. The model predicts variations in gravitational acceleration and clock dilation, consistent with general relativity (GR).