Interval variance of the probability density functions with exponential distributions , Pareto and Uniform

Authors

  • Lucas Mendes Tortelli Universidade Federal de Pelotas
  • Maurício Dorneles Caldeira Balboni UFPel
  • Alice Fonseca Finger UNIPAMPA
  • Aline Brum Loreto UFPel

DOI:

https://doi.org/10.14808/sci.plena.2015.081331

Keywords:

Interval Variance, Interval Arithmetic, Scientific Computing.

Abstract

The scientific computing demand for  high accuracy when using the system of floating point results can be affected by errors. These make it impossible to rely on results achieved with this comes the need for the use of interval mathematics. This creates boundaries that are the extremes of the range where the real value x is contained by controlling the spread of these errors since interval results carry with the safety of their quality. The calculation of the variance requires great accuracy due to the processing of actual values. This study aims to define the interval variance of the probability density functions with Exponential, Pareto and Uniform distributions order to get an automatic error control with trust boundaries.

Author Biography

Lucas Mendes Tortelli, Universidade Federal de Pelotas

http://lattes.cnpq.br/1872759755890577

Published

2015-08-31

How to Cite

Tortelli, L. M., Balboni, M. D. C., Finger, A. F., & Loreto, A. B. (2015). Interval variance of the probability density functions with exponential distributions , Pareto and Uniform. Scientia Plena, 11(8). https://doi.org/10.14808/sci.plena.2015.081331

Issue

Section

VI Conferência Sul em Modelagem Computacional

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