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Methods of Mathematical Economics

Linear and Nonlinear Programming, Fixed-Point Theorems

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  • 312pages
  • 11 heures de lecture

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In 1924, Richard Courant and David Hilbert aimed to bridge the gap between mathematics and physics in their influential work. Courant emphasizes the historical reliance of mathematics on physical intuition, warning against the growing disconnect that threatens scientific unity. The authors strive to clarify the interconnections within mathematical physics, facilitating student understanding and promoting further research. While not exhaustive, their work serves as a crucial resource for exploring this vital field, reflecting its importance to the broader scientific community.

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Methods of Mathematical Economics, Joel Franklin

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Année de publication
2011
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