

3. PERFORMANCE ANALYSIS TOOLS › 3.3 Data Clustering Analysis › 3.3.3 Standard Output › 3.3.3.1 Clustering Input Descriptive Statistics Report
3.3.3.1 Clustering Input Descriptive Statistics Report
The Descriptive Statistics Report provides a summary of the
statistics that are calculated for the cluster features.
Figure 3-33 illustrates a sample Descriptive Statistics
Report.
Data Clustering Analysis
Clustering Input Descriptive Statistics
For: Thursday, June 19, 2003
Summary for Total Sample:
Number of Sample Observations: 2,000
Feature Minimum Maximum Average Std. Dev. CV
________ ____________ ____________ ____________ ____________ ______
JOBTCBTM 0:00:00.01 0:40:00.28 0:00:13.14 0:01:42.89 7.83
JOBEDASD 1.00 1,154,523.00 5,992.30 34,582.08 5.77
Summary for Trimmed Sample:
Number of Sample Observations: 1,919
Feature Minimum Maximum Average Std. Dev. CV
________ ____________ ____________ ____________ ____________ ______
JOBTCBTM 0:00:00.01 0:01:00.81 0:00:03.74 0:00:07.71 2.06
JOBEDASD 1.00 38,096.00 2,505.00 4,508.48 1.80
Figure 3-33. Descriptive Statistics Report
Note that the report has two sections: one for the original
sample randomly taken from the input data; and the other, the
sample data after trimming, using the Sample Trim Limit value
that you specify on the Clustering Execution Parameters
Option screen. See Section 3.3.5.9.
The Descriptive Statistics Report contains the following
fields:
OBSERVATIONS: The number of observations selected for
processing.
FEATURE: The feature name. The feature names that are
listed in the report correspond to the features
that are specified on the Data Clustering
screen. In Neugents technology, this is also
called a "pattern".
MINIMUM: The minimum value observed for the feature in
the sample.
MAXIMUM: The maximum value observed for the feature in
the sample.
AVERAGE: The average calculated for the feature
observations in the sample.
STD DEV: The standard deviation calculated for the
feature observations in the sample.
CV: The coefficient of variation. The CV is
calculated by dividing the standard deviation
by the average.
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