Author(s)

Giovanni Girone, Angela Maria D’Uggento

Department of Economics and Mathematical Methods, University of Bari Aldo Moro, Bari, Italy.

The calculation of the mean difference for the inverse normal distribution can be obtained by a transformation of variable or a hard integration by parts. This paper shows a simpler formula of the mean difference of the inverse normal distribution that highlights the role of the two parameters on the mean difference of the model. It makes it easier to study the relation of the mean difference with the other indexes of variability for the inverse normal distribution.

Mean Difference, Inverse Normal Distribution

Girone, G. and D’Uggento, A. (2016) About the Mean Difference of the Inverse Normal Distribution. Applied Mathematics, 7, 1504-1509. doi: 10.4236/am.2016.714130.