Economics books for the mathematician?

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SUMMARY

Upper-level economics incorporates significant mathematical rigor, appealing to those with a strong background in mathematics. The textbook "Microeconomic Theory" by Mas-Colell is highly recommended for its structured approach, aligning with the theorem-proof format preferred by mathematicians. Other notable texts that provide a mathematical treatment of economics should be explored for a comprehensive understanding of the field.

PREREQUISITES
  • Understanding of advanced calculus
  • Familiarity with linear algebra
  • Knowledge of mathematical proofs
  • Basic concepts of microeconomics
NEXT STEPS
  • Research "Microeconomic Theory" by Mas-Colell for a mathematical approach to microeconomics
  • Explore "Mathematical Methods for Economics" by Carl P. Simon and Lawrence Blume
  • Investigate "Game Theory" applications in economics
  • Learn about econometrics and its mathematical foundations
USEFUL FOR

Mathematicians considering a transition to economics, graduate students in economics, and anyone interested in the mathematical foundations of economic theory.

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I thinking about switching from math to econ for grad school, and was wondering how mathematical is upper level economics?

I have trouble reading textbooks that don't follow the theorem->proof outline. I've found Mas-Colell gives a nice mathematical treatment of microeconomics. Any other economics gem for the mathematician?
 
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