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r. david mclean, jeffrey pontiff and akiko watanabe - Center for ...

r. david mclean, jeffrey pontiff and akiko watanabe - Center for ...

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data prior to the listed start dates to construct some of the variables that are described in the<br />

following subsection. To be included in our sample, a stock must have sufficient in<strong>for</strong>mation<br />

to generate the annual issuance measure (explained below), market value of equity, lagged<br />

six-month holding period return, <strong>and</strong> current month’s return. Each month we limit our<br />

sample to countries that have at least 50 firm observations in that month.<br />

Our final sample consists of 2,819,906 total firm-month observations (see column 4<br />

of Table 1). Japan represents the largest part of our sample, accounting <strong>for</strong> 14.72% of the<br />

total observations (column 5) <strong>and</strong> 29.56% of the total market value per month (column 9).<br />

The United Kingdom is the second largest <strong>and</strong> accounts <strong>for</strong> 13.27% of the total observations<br />

<strong>and</strong> 11.68% of the total market value. The rest of the countries typically accounts <strong>for</strong> less<br />

than 5% of the total observations <strong>and</strong> market value.<br />

1.2. Variables<br />

Share issuance. The main variable of our interest is the real change in shares<br />

outst<strong>and</strong>ing, or the change in the number of shares outst<strong>and</strong>ing adjusted <strong>for</strong> distribution<br />

events such as stock splits <strong>and</strong> stock dividends. We use the capital adjustment index from<br />

Datastream recorded at the end of month t (CAIt) to calculate the number of real shares<br />

outst<strong>and</strong>ing <strong>for</strong> that month (Adjusted Sharest). The CAI is the cumulative product of the<br />

inverse of the individual-period capital adjustment factor (AX) <strong>and</strong> is analogous to the Total<br />

Factor of Pontiff <strong>and</strong> Woodgate (2006):<br />

CAIt = ∏<br />

i=<br />

t<br />

1<br />

1 /AXi<br />

.<br />

Adjusted Sharest is then given by:<br />

Adjusted Sharest = Shares Outst<strong>and</strong>ingt / CAIt.<br />

5

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