Mathematical economics
Mathematical economics is the sub-field of economics that explores the mathematical aspects of economic systems.
Mathematical economists draw on ideas from a wide range of fields, including the mathematical physics of condensed matter systems like crystals and polymers.
Issues within mathematical economics:
- Arbitrage
- Black-Scholes equation
- Game theory
- Information theory
- Mathematics of random variables
- Pareto distribution
- Probability theory
- Wealth condensation
- Zipf's law
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Mathematical economists:
- Amartya Sen
- Herbert A. Simon
- Sir James Mirrlees
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See also:
External links:
- Keyword list from Journal of Mathematical Economics
- Google category: Mathematical Economics and Financial Mathematics
- Wealth Condensation in Pareto Macro-Economies