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R Shiller (1989)
Market volatility
(1993)
Was there a bubble in the 1929 stock market
John Campbell, R. Shiller (1986)
The Dividend-Price Ratio and Expectations of Future Dividends and Discount FactorsCorporate Finance: Capital Structure & Payout Policies
J. Stiglitz (1990)
Symposium on BubblesJournal of Economic Perspectives, 4
Yangru Wu (1997)
RATIONAL BUBBLES IN THE STOCK MARKET: ACCOUNTING FOR THE U.S. STOCK‐PRICE VOLATILITYEconomic Inquiry, 35
K. West (1986)
A Specification Test for Speculative BubblesNBER Working Paper Series
R. Shiller (1980)
The Use of Volatility Measures in Assessing Market EfficiencyNBER Working Paper Series
(1998)
A comparison of dividend , cash flow , and earnings approaches to equity valuation
(1991)
Volatility tests and market efficiency: A review essay
J Campbell, R Shiller (1988)
The dividend-price ratio and the expectations of future dividends and discount factorsReview of Financial Studies, 1
Stephen LeRoy, Richard Porter (1981)
The Present-Value Relation: Tests Based on Implied Variance BoundsEconometrica, 49
U. Fischbacher (1999)
z-Tree: Zurich toolbox for ready-made economic experimentsExperimental Economics, 10
D. Friedman, S. Sunder (1995)
Experimental Methods: A Primer for Economists
(2001)
Non-speculative bubbles in experimental asset markets: Lack
Journal of Economic Perspectives—Volume 17, Number 1—Winter 2003—Pages 59 – 82 The Ef � cient Market Hypothesis and Its Critics
David Porter, V. Smith (1994)
Stock Market Bubbles in the LaboratoryJournal of Behavioral Finance, 4
B Malkiel (2003)
The efficient market hypothesis and its criticsJournal of Economic Perspectives, 17
V. Smith, Ronald King, Arlington Williams, M. Boening (1993)
The Robustness of Bubbles and Crashes in Experimental Stock Markets
C. Noussair, S. Robin, B. Ruffieux (2001)
Price Bubbles in Laboratory Asset Markets with Constant Fundamental ValuesExperimental Economics, 4
B. Diba, Herschel Grossman (1988)
Explosive Rational Bubbles in Stock PricesThe American Economic Review, 78
S. Penman (1997)
A Synthesis of Equity Valuation Techniques and the Terminal Value Calculation for the Dividend Discount ModelReview of Accounting Studies, 2
V Lei, C Noussair, C Plott (2001)
Non-speculative bubbles in experimental asset markets: Lack of common knowledge of rational actual irrationalityEconometrica, 69
N. Ikromov, Abdullah Yavas (2012)
Asset Characteristics and Boom and Bust Periods: An Experimental StudyERN: Microeconometric Studies of Housing Markets (Topic)
R. Shiller (1988)
The Volatility DebateAmerican Journal of Agricultural Economics, 70
R Shiller (1981)
The use of volatility measures in assessing market efficiencyJournal of Finance, 36
V. Smith, G. Suchanek, Arlington Williams (1988)
Bubbles, Crashes, and Endogenous Expectations in Experimental Spot Asset MarketsEconometrica, 56
E. Haruvy, C. Noussair (2006)
The effect of short-selling on bubbles and crashes in experimental spot asset marketsJournal of Finance, 61
Do stock prices move too much to be justified by subsequent changes in dividends ?
K West (1987)
A specification test for speculative bubblesQuarterly Journal of Economics, 102
Hashem Dezhbakhsh, Asli Demirguç-Kunt (1990)
On the Presence of Speculative Bubbles in Stock PricesJournal of Financial and Quantitative Analysis, 25
David Porter, V. Smith (1995)
Futures Contracting and Dividend Uncertainty in Experimental Asset MarketsThe Journal of Business, 68
R King, V Smith, A Williams, M Boening (1993)
Nonlinear dynamics and evolutionary economics
The value of an asset is equal to the present value of its expected future cash flows. It is affected by the magnitude, timing and riskiness, or volatility, of the cash flows. We hypothesize that if the expected values of two assets’ cash flows are equal, the value of the asset with more volatile cash flows will be lower. Furthermore, we examine the impact of the volatility of cash flows on the volatility of prices. We consider a simple experimental environment where subjects trade in an asset which provides dividends from a known probability distribution. The expected value of the dividends is identical in all experimental treatments. The treatments vary with respect to the volatility of dividends. We find that when dividends are more volatile, transaction prices are lower. We also find that the volatility of prices is lower in the treatment with highly volatile dividends. In addition, as expected, trading volume is lower when cash flows are less volatile.
The Journal of Real Estate Finance and Economics – Springer Journals
Published: May 21, 2011
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