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This paper analyzes the Cobb-Douglas production function using differential geometry, focusing on the nature of the surface points, total curvature, and conditions for minimal production functions. The study derives equations for geodesics and explores the curvature properties of the production surface based on the parameters α and β. Key findings include classifications of the surface as elliptical, parabolic, or hyperbolic depending on the sum of α and β.

Author

eddybrock584

Language

EN