Table
8.8
T
raditional Risk Measures for PortfoliosFor each portfolio described below, we compute, using 22 year-after-the-formation returns as observations, its beta with respect to thevalue-weighted index. Using the 22 formation periods, we also compute the standard deviation of returns and the standard deviation ofsize-adjusted returns in the year after formation.Panel 1: At the end of each April between 1968 and 1989, 10-decile portfolios are formed based on the ratio of previous-year’scashflow to end-of-April market value of equity (C/P). For each decile portfolio, Panel 1 presents its beta, standard deviation of returns, andstandard deviation of size-adjusted returns defined above.Panel 2: At the end of each April between 1968 and 1989, 9 groups of stocks are formed as follows. All stocks are independently
sorted into 3 groups ((1) bottom 30 percent, (2) middle 40 percent, and (3) top 30 percent) by the ratio of previous-year’s cash flow toend-of-April market value of equity (C/P) and by the preformation 5-year weighted-average rank of sales growth (GS). The 9 portfoliosare intersections resulting from these 2 independent classifications. For each group of stocks, Panel 2 presents its beta, standard deviationof returns, and standard deviation of size-adjusted returns defined above.Panel 3: At the end of each April between 1968 and 1989, 10-decile portfolios are formed based on the ratio of end-of-previousyear’sbook value of equity to end-of-April market value of equity (B/M). For each decile portfolio, Panel 3 presents its beta, standard deviationof returns, and standard deviation of size-adjusted returns defined above.Panel 1EquallyWeightedC/P12345678910Indexβ1.2681.2931.3211.3331.3181.2371.1821.2471.2241.3841.304Standard deviation0.2240.2270.2390.2370.2320.2210.2120.2230.2240.2520.250Standard deviation of0.0370.0440.0490.0360.0330.0340.0420.0360.0480.058—size-adjusted return