Causal Geometry of Food Systems

Read full text
Authors: Yuan Gao
Cited by: 0

Abstract

Global food systems confront a critical challenge: despite the widespread deployment of artificial intelligence, its reliance on correlation over causation obstructs the identification of effective interventions. This limitation arises not from data scarcity but from the absence of a mathematical theory that rigorously distinguishes causality in the unique setting of food systems. Here, we introduce causal geometry, establishing that true causal relationships in food systems possess intrinsic geometric simplicity absent in non-causal or reversed directions. We derive a formal taxonomy of food system interactions—differentiating unidirectional causality, feedback loops, correlation, and independence—and construct geometrically constrained causal AI that transforms predictive models into causal-reasoning systems. Without requiring empirical calibration, our framework provides a universal foundation for identifying actionable leverage points across scales, enabling robust policy design, optimized resource use, and climate-resilient food security. This work resolves the fundamental theoretical gap that has long impeded the sustainable advancement of global food systems.

Fields of Study & Subjects

Complex Systems and Decision Making Bayesian Modeling and Causal Inference Agriculture Sustainability and Environmental Impact

Publication details

Journal / source
Figshare
Publication date
1 January 2026
Document type
Preprint