CERTAIN CLASS OF SURFACES ON PRODUCT TIME SCALES WITH INTERPRETATIONS FROM ECONOMICS

Emrah YILMAZ, Muhittin Evren AYDIN, Tuba GULSEN

Abstract


In this study, we consider a graph surface associated to Cobb-Douglas production function in economics on product time scales. We classify this surface based on the ‡atness and minimality properties for several product time scales. Then, we interpret the obtained results from the perspective of production
theory in economics. Therefore, we extend the known results in Euclidean geometry by considering time scale calculus


Refbacks

  • There are currently no refbacks.