Z score

Z score
The Z score (also called Zeta) is a statistical measure developed by Professor Edward Altman of New York University. The statistic quantifies the distance (measured in standard deviations) from a data point to the mean of a data set.

Z score
Statistical measure that quantifies the distance (measured in standard deviations) a data point is from
the mean of a data set. Separately, z score is the output from a credit-strength test that gauges the likelihood of
bankruptcy.

Some good "Z score" pages on the web:
Math
mathworld.wolfram.com
Related topics: ...

Z Score
in statistics, the standard normal variate that standardizes a normal distribution by converting an x-scale to a z-scale.
score produced by Altman's bankruptcy prediction model, which is as follows:
Z = 1.2 * X1 + 1.4 * X2 + 3.3 * X3 + 0.

Altman Z Score
This measure was devised to test for possible bankruptcy or financial distress of a company. It was developed by Professor Edward Altman in the 1960's.

Z SCORE - One of the oldest and most well-known insolvency prediction formulas. The Z score, developed ...
Z TRANCHE - A Z tranche is a CMO tranche. With the exception of jump Z tranches, owners of the Z tranch...

See also: Expense, Checking account, Zero-balance account, Principal balance, Tick