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The IUP Journal of Behavioral Finance :
Behavioral Finance and Efficient Markets: Is the Joint Hypothesis Really the Problem?
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We consider two identical assets—A and—B that have different prices. The asset A always reflects its fundamental value while asset B may be mispriced. The latter reflects its fundamental value only in average. It is shown that the misvaluation of the asset B can be interpreted as a chance (randomness of errors) or as a noise traders' effect, plus it limits to arbitrage explaining why it is difficult to distinguish between the two arguments. So the result, obtained independently of the joint hypothesis, suggests use of evolutionary models to reconcile both paradigms.

 
 
 

In a traditional framework, traders are rational and no frictions exist. As a consequence, markets are efficient in the aggregation level. The price of a financial instrument reflects all the information currently available. Only new information generates change in asset prices. Since news is unpredictable, it is impossible to earn abnormal capital gains on the basis of market information. For example, we may find auto correlations in stock returns, but taking into account trading costs there is no evidence of profitable trading opportunities. Also technical or fundamental analysis would not enable an investor to achieve excess returns. If some strategies give excess returns with respect to the buy-and-hold strategy, it is only by chance or by more risk taken. Also in efficient markets, asset prices reflect their fundamental value, i.e., the discounted sum of future dividend if the transversality condition is satisfied (LeRoy, 1989). Any deviation from this value must trigger an immediate reaction from rational traders and the rapid disappearance of mispricing. Empirical studies have shown some facts contrasting with the implications of the efficient market theory. Predictability with economic gain has been identified in longer-horizon stock returns. De Bondt and Thaler (1985) show reversal effects while (Jegadeesh and Titman, 1993) illustrate momentum effects. On the other hand, asset prices can deviate from no arbitrage values. Some stocks were overvalued or undervalued in the past. An often cited example of overpricing is the internet stocks (Ofek and Richardson, 2003). These anomalies sometimes persist in financial markets before disappearing. The fundamental question is how can we explain the presence and persistence of these anomalies. The first explanation supposes that all market participants are not fully rational. For example, there are participants who use their belief or sentiment to evaluate an asset instead of using only relevant information. These participants are called noise traders. The others who use only relevant information are called rational traders or arbitrageurs. The presence of noise traders can sometimes influence the asset prices. A well-known objection to this point of view (see Friedman, 1953), is that even if noise traders were to create such deviations, it would be for a small time. Indeed, noise traders often buy overvalued and sell undervalued assets. So, they will make less money and die out. They can also become by experience smart investors so that for a bit, only rational agents remain. However, this argument is not shared by all. Figlewski (1978) underlines that the process tending to lead the irrational towards failure may persist before being realized. Even if a noise trader buys overvalued assets, by chance the realization of the first asset returns may be higher than the average in the short-term. So, there is not a systematic loss for this agent who continues to be influent in the market. This form of risk is known as fundamental risk. Another incurred risk for arbitrageurs is the unpredictability of the noise traders' behavior. The sentiment or belief that they have, may diminish or augment in the short-term. This fact constitutes also a risk for an arbitrageur called Noise Trader Risk. More information on this concept may be found in Shleifer and Summers (1990) work. Other facts which can limit arbitrage are synchronization risk and transaction costs (Tuckman and Vila, 1992; and Abreu and Brunnermeier, 2002). All concepts mentioned above give no riskless arbitrage so that arbitrageurs are reticent to exploit them. Their risk is also accentuated by the fact that if their loss attains a certain level, one can demand them to liquidate their portfolios in the case where they are not owners. In general, it is the case as Shleifer and Vishny (1997) underlined it. To sum up, anomalies are interpreted in this approach by noise traders' effect and limits to arbitrage which avoid arbitrageurs to correct the mis-evaluation.

 
 
 

Behavioral Finance Journal, Behavioral Finance, Financial Instruments, Efficient Market Theory, Financial Markets, Efficient Market Hypothesis, Stochastic Volatility Model, Financial Series, Virtual Market, Financial Time Series, Evolutionary Systems.