The theoretical bedrock underlying the Convenience Theorem
Spatial economics is the study of how economic activity is distributed across geographic space and how location affects economic decisions. This field examines why businesses cluster in certain areas, how transportation costs influence market behavior, and how distance creates both opportunities and barriers in economic exchange.
Spatial economics provides the theoretical foundation for understanding convenience premiums. When consumers face different costs to reach alternative suppliers—whether in time, distance, or effort—they effectively operate in spatially differentiated markets. The Convenience Theorem builds on this foundation by providing a quantitative framework for pricing these spatial advantages.
Harold Hotelling's seminal 1929 model demonstrated that spatial differentiation allows firms to charge premium prices even in competitive markets. His linear city model showed that when consumers face transportation costs, firms can maintain pricing power based on their location advantages. The Convenience Theorem extends this insight by:
Contemporary spatial economics research has evolved to include behavioral factors, technology impacts, and service differentiation—all elements that inform the Convenience Theorem's sophisticated approach to pricing spatial advantages in modern markets.
Note: The Convenience Theorem represents an original contribution by Dillan Mori and Michael Chase, building upon these established spatial economics foundations to create a practical framework for convenience pricing in modern markets.