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StatsStudentPDF

StatsStudentPDF (t, n)

The StatsStudentPDF function returns the Student (uniform) probability distribution function.

f(t,n)=(nn+t2)(n+1)/2nB(n2,12).f(t, n)=\frac{\left(\displaystyle \frac{n}{n+t^{2}}\right)^{(n+1) / 2}}{\displaystyle \sqrt{n} B\left(\frac{n}{2}, \frac{1}{2}\right)} .

where n >0 is the degrees of freedom and B () is the beta function.

See Also

Statistical Analysis, StatsStudentCDF, StatsInvStudentCDF