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Extracting Valuable Data from Classroom Trading Pits. Ted Bergstrom & Eugene Kwok University of California, Santa Barbara. The Origin of Experimental Economics. The first scientific experiments in economics were classroom market experiments by Edward Chamberlin at Harvard in 1940’s.
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Extracting Valuable Data from Classroom Trading Pits Ted Bergstrom & Eugene Kwok University of California, Santa Barbara
The Origin of Experimental Economics • The first scientific experiments in economics were classroom market experiments by Edward Chamberlin at Harvard in 1940’s.
Chamberlin’s experiments • Assigned Buyer Values and Seller Costs. • Let students mill around and trade. • Recorded prices. • Remarked on difference from competitive equilibrium outcome. • Observed excess trading.
Revival at Purdue • Chamberlin’s experiments went almost unnoticed until Vernon Smith revisited them in his classroom at Purdue.
Smith’s experiments • Gave competition a better chance. • Two main differences from Chamberlin. • Double oral auction, not pit trading • Ran 3-5 rounds, repeating same setup • Found outcomes very close to competitive equilibrium
Edward Chamberlin Vernon Smith Founders of Experimental Economics
Our Data • Classroom experiments from Experiments with Economic Principles, a principles text by Bergstrom and Miller • Experiments conducted in 31 classrooms, 10 universities.
The Apple Market • Students assigned roles as apple suppliers or apple demanders. • Suppliers supply at most 1 bushel. • Demanders demand at most 1 bushel.
Buyer Values and Seller Costs • Two types of demanders • High Value—Buyer Value is $40 • Low Value—Buyer Value is $20 • Two types of suppliers • High Cost—Seller Cost is $30 • Low Cost—Seller Cost is $10
Session 1 • 2/3 of Sellers have low cost, 1/3 high. • 2/3 of Demanders have low value, 1/3 high.
Session 2 • 2/3 of Sellers have high cost, 1/3 low. • 2/3 of Demanders have high value, 1/3 low.
Enough to convince crudulous students, maybe… But does the evidence show that competitive theory is empirically useful?
An alternative hypothesis: Profit Splitting • Demanders meet suppliers chosen at random. • If mutually profitable trade is available they trade, splitting the profits. • Demander with value $40 and supplier with cost $30 trade at $35, etc. • There is trading at $15, $25, and $40. • If high cost seller meets low value demander, no trade. .
Detailed predictions • Competitive theory and profit splitting theory both make detailed predictions beyond average price and total quantity. • Distribution of prices • Competition implies uniform price. • Splitting implies trading at $15, $25, and $40. • Both theories predict who trades with whom as well as total number of trades.
Session 1: Detailed Price Predictions Competitive vs Profit-splitting
Session 2: Detailed Price Predictions Competitive vs Profit-splitting
Session 1: Detailed Quantity Predictions Competitive vs Profit-Splitting
Session 2: Detailed Quantity Predictions Competitive vs Profit-Splitting
Remarks • Sometimes trading environment is like Smith’s, much repetition with same environments and public trading. • Sometimes more like Chamberlin’s or like ours. • Seems worth understanding what happens in environments with intermediate levels of information.
Mining Classroom Trading Pits • Data is cheap and abundant. • Design is less flexible. • But worth saving and studying. • Remember where experimental economics started.
That’s all for now… • Mine tailings