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The IUP Journal of Applied Finance
Calendar Anomalies in National Stock Exchange Indices
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This paper examines the calendar anomalies in the NSE indices by analyzing the trends in annual returns and daily returns for the period 2002-07. A set of parametric and nonparametric tests are employed to test the equality of mean returns and standard deviations of the returns. The findings of the mean returns in the NSE indices show that there is a strong evidence of April and January effect. After the introduction of the rolling settlement, Friday has become significant. As far as day effect is concerned, Tuesday effect is more prevalent than Monday effect.

 
 
 

Seasonalities or calendar anomalies are well documented and are perhaps the best-known examples of inefficiencies in the financial markets. It may be in terms of seasonal effects over the day-of-the-week, the months of the year, or over specific years. Evidence of such seasonalities is readily available for the well-established stock markets in the developed economies, as well as in some emerging market countries. While the studies of Keim (1983), Jaffe et al. (1985), and Ariel (1987) revealed the existence of a monthly effect on the US and other developed markets, studies by Rozeff and Kiney (1976), Gulketin and Gulketin (1983), Keim (1983), and Reinganum (1983) revealed the existence of a January effect, where returns in January tend to be larger than returns in other months.

The main argument proposed is the tax-loss selling hypothesis where investors sell in December and buy back in January such that returns are higher at the beginning of the year. Essentially, the tax-loss hypothesis is supported in most countries where the tax year ends in December. For instance, the months of year effect would exist if returns on a particular month are higher than that in other months. This negates the notion of efficiency in markets since traders are able to earn abnormal returns by examining the pattern of monthly returns and framing trading strategies accordingly. Essentially, this entails an inefficient market situation where returns are not proportionate with risk.

 
 
 

Applied Finance Journal, National Stock Exchange Indices, Stock Markets, Literature Review, Wachtel, Ordinary Least Squares, GARCH Framework, Capital Assets Pricing Model, CAPM, Standard Deviations, Financial Economics, Equity Markets, Indian Capital Market, Portfolio Management.