X Y Z
Mean
S.D.
S.E.
SS df MS Fobs Fcrit p
Between
Within
Total
The following

To Define Data Sets

numbersets: number of data sets to generate
Parameters that can be set for each data set. The parameter will be in the form "paramX" where X corresponds to the number of the data set.
title: title for the set, default = "Set X"
n: number of data points, default = 20
datadef: instructions as to how the data set is to be formed

API for external access to data statistics

In order to get statistics on a particular set you will need to specify which set you want. The data sets are numbered from left to right beginning with 1.
double getMean(K)
returns the Mean of data set K
double getSumX(K)
returns the Sum of values from data set K
double getSumXSqr(K)
returns the Sum of squared values from data set K
double getStdDev(K)
returns the standard deviation of data set K
double getTCrit1Tailed(df, alpha)
returns 1-tailed tcrit for "df" degrees of freedom and alpha
double getTCrit(df, alpha)
returns 2-tailed tcrit for "df" degrees of freedom and alpha
double getConfIntLower(which, alpha)
returns lower bound of confidence interval for data set "which" and level alpha
double getConfIntUpper(which, lev)
returns upper bound of confidence interval for data set "which" and level alpha
double getGrandMean()
returns grand mean of all data sets combined
double getSSWithin()
returns the Sum of Squares within
double getSSBetween()
returns the Sum of Squares between
double getSSTotal()
returns the Sum of Squares total
double getMSWithin()
returns Mean of Sum of Squares within
double getMSBetween()
returns Mean of Sum of Squares between
double getTotaldf()
returns overall degrees of freedom
int getBetweendf()
returns d.f. between = NumberSets-1
int getWithindf()
returns d.f. within
double getF()
returns F value
int getN(i)
returns N of ith data set
double getSSDev(i)
returns Sum of Squared deviations of ith data set
double getStdErr(i)
returns Standard Error of ith data set
double getProbF()
returns the probability of getting the observed F or larger