The Normal Distribution - Part I: Introduction

Authors

  • Michele Nichelatti a nome del Comitato Scientifico SIN-RIDT
  • Maurizio Nordio a nome del Comitato Scientifico SIN-RIDT
  • Umberto Maggiore a nome del Comitato Scientifico SIN-RIDT
  • Maurizio Postorino a nome del Comitato Scientifico SIN-RIDT
  • Aurelio Limido a nome del Comitato Scientifico SIN-RIDT
  • Anteo Di Napoli a nome del Comitato Scientifico SIN-RIDT

DOI:

https://doi.org/10.33393/gcnd.2014.867

Keywords:

Normal distribution, Gaussian function, Euler’s number

Abstract

The Gaussian function is presented as one of the first possible options to describe the distribution of data that have a high frequency in their middle values and a low frequency in their extreme values. The Euler’s number e and its derivation are also here presented. (Epidemiology_statistics)

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Published

2014-03-27

How to Cite

Nichelatti, M., Nordio, M., Maggiore, U., Postorino, M., Limido, A., & Di Napoli, A. (2014). The Normal Distribution - Part I: Introduction. GCND - Journal of Clinical Nephrology and Dialysis, 26(1), 78–80. https://doi.org/10.33393/gcnd.2014.867

Issue

Vol. 26 No. 1 (2014): January-March 2014

Section

Epidemiology and statistics

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