An efficient capital market fully reflects the available information. It provides unbiased
estimates of the underlying stocks, which result in eliminating the possibilities of making
abnormal profit under conditions of certainty. Substantial empirical evidence supports the
efficient market hypothesis in the developed countries.
Widely quoted Capital Asset Pricing Models of Sharpe (1964), Lintner (1965),
and Mossin (1966) describe how risky assets are priced in competitive capital market.
By efficient capital market they mean that risky assets are priced according to risk and
return preferences of investors. The return of well-diversified portfolio is composed of
regular return (dividend) plus risk weighted return, i.e., appreciation/depreciation in the
value of investment. Portfolio risk, on the other hand, is weighted average of market and
non-market risk of the constituent stocks. Sharpe and Cooper (1972) argue that variations
in stock returns are resultant of market and non-market risks.
Market risk is evolved by
including factors such as interest rate, inflation, and foreign exchange rate. It affects the
whole stock market; however, the degree of influence varies across the stocks. With the
increasing presence of foreign institutional investors, Indian stock market has become
responsive to international market forces. A change in the interest rate prevailing in the
international market to a large extent can cause capital inflow or outflow from the Indian stock
markets. Non-market risk, on the other hand, is specific to each stock. Variation in investors’
expectations to tangible or intangible factors of each stock can cause change in its value.
Sharpe and Cooper (1972) argue that diversification across the stocks results in decline
of portfolio risk, thereby, reduction of non-market risk. As a result, market risk should be
assumed as the proper measure of portfolio risk. In an efficient capital market, rational
investors, being risk averse, will demand increasing return for increasing risk. They are
ready to take extra risk only with the expectation of gaining extra risk premium. In bullish
market, portfolio returns are likely to increase by purchasing the stocks with high market
risk, and conversely in bearish market, losses can be reduced by holding stocks with low
beta value. If this relationship holds true a perfect or efficient capital market will provide
increasing return for increasing market risk. Further, diversification across the stocks will
lead to the decline of non-market risk. This paper investigates this hypothesis. |