Self-consistent gravity model for inferring node mass in flow networks
Daekyung Lee, Wonguk Cho, Heetae Kim, Gunn Kim, Hyeong-Chai Jeong, Beom Jun Kim

TL;DR
This paper introduces a data-driven, self-consistent method to infer the true economic 'mass' of countries in flow networks, enhancing the traditional gravity model's interpretability and predictive power.
Contribution
It presents a novel numerical approach that redefines 'mass' as a dynamic attribute inferred from flow data, improving upon static proxies like GDP.
Findings
Accurately reconstructs flow data and system attributes in synthetic networks.
Reveals the spatial spectrum of trade flows and economic mass in real-world trade networks.
Provides insights into node capabilities within complex flow systems.
Abstract
The gravity model, inspired by Newton's law of universal gravitation, has long served as a primary tool for interpreting trade flows between countries, using a country's economic `mass' as a key determinant. Despite its wide application, the definition of `mass' within this model remains ambiguous. It is often approximated using indicators like GDP, which may not accurately reflect a country's true trade potential. Here, we introduce a data-driven, self-consistent numerical approach that redefines `mass' from a static proxy to a dynamic attribute inferred directly from flow data. We infer mass distribution and interaction nature through our method, mirroring Newton's approach to understanding gravity. Our methodology accurately identifies predefined embeddings and reconstructs system attributes when applied to synthetic flow data, demonstrating its strong predictive power and…
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Taxonomy
TopicsGeophysics and Gravity Measurements · Scientific Research and Discoveries · Methane Hydrates and Related Phenomena
