STATISTICAL METHODS FOR THE DETECTION THRESHOLD OF POLLUTION IN FRESHWATER AQUATIC ECOSYSTEM
DOI:
https://doi.org/10.15649/2346075X.402Keywords:
IC Confidence Intervals , Bootstrap, Deviance, and Least Absolute Deviation, threshold.Abstract
Introduction: This paper presents the methodology and results of the
implementation of statistical methods in determining thresholds of
pollution in aquatic ecosystems. The objectives are to analyze some
of the methods which can be obtained thresholds or points of change
in a variable of interest, develop the respective statistical programs
in the R software and apply these methods in determining thresholds
for pollutants in reservoirs Puerto Rico.
One of the statistical tools used in the development of each of the
methods is the application of conditional probability. For this, two
variables Q and X are needed, provided that one of them is called
the threshold. Q Suppose the known threshold and call it X variable
interest variable that you want to know the threshold. The process
involves, given the two variables, using the conditional probability
P (Q | X) and by the methods, determine the threshold of the variable
of interest X.
References
(1) USEPA (United States Environmental Protection
Agency). National Lakes Assessment: A
Collaborative Survey of the Nation’s Lakes.
Washington, D.C. 2009; EPA 841-R-09-001.
(2) Paul, J. F. y McDonald, M. E. Development of
empirical, geographically specific water quality
criteria: A conditional probability
(3) Qian, S. S., King, R. S., y Richardson, C. J.
Two statistical methods for the detection of environmental
thresholds. Journal of Ecological
Modelling. 2003; 166(1-2), 87-97.
(4) Martínez Suárez, A. Métodos Estadísticos para
la Detección de Umbrales de Contaminación
en Ecosistemas Acuáticos de Agua Dulce.
M.S. Thesis, University of Puerto Rico-Mayagüez.
(5) Ritz, C. y Streibig, J. C. Nonlinear Regression
with R. New York: Springer. 2008.
(6) Faraway, J. J. Extending the linear Model with
R. New York: Chapman & Hall. 2006.
(7) Efron, B. y Tibshirani, R. An Introduction to the
Bootstrap. New York: Chapman & Hall. 1993.
(8) Crawley, M. The R Book. Londres. Wiley. 2007.
(9) Dobson, A. J. y Barnett, A. An Introduction
to Generalized Linear Models. (3a. ed.) New
York: Chapman & Hall. 2009.
(10) Dalgaard, P. Introductory Statistics with R.
(2a. ed.) New York: Springer. 2008.
(11) Paul, J. F. y McDonald, M. E. Development of
empirical, geographically specific water quality
criteria: A conditional probability analysis
approach. Journal of American Water Resources
Association. 2005; 41(5), 1211-23.
Downloads
Published
How to Cite
Issue
Section
Altmetrics
Downloads
License
All articles published in this scientific journal are protected by copyright. The authors retain copyright and grant the journal the right of first publication, with the work simultaneously licensed under a Creative Commons Attribution-NonCommercial 4.0 International License (CC BY-NC 4.0), which permits sharing the work with authorship recognition and without commercial purposes.
Readers may copy and distribute the material from this journal issue for non-commercial purposes in any medium, provided the original work is cited and credit is given to the authors and the journal.
Any commercial use of the material from this journal is strictly prohibited without written permission from the copyright holder.
For more information on the copyright of the journal and open access policies, please visit our website.