Table of Contents:
- <p>121.1. The Central Role of the Value Zero in Impossible Probability <br>In Impossible Probability, the value zero acquires exceptional theoretical importance <br>for several reasons. <br>First, a phenomenon is said to possess an Impossible Probability when its empirical <br>probability is equal to zero, or when the decimal truncation of the empirical <br>probability—resulting from dividing the individual direct score or frequency by the <br>total—produces a sequence of zeros at least up to the decimal cutoff point, such that <br>the empirical probability is functionally equal to zero.</p>