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RETRACTED: An Efficient Estimation Procedure For Determining Ridge Regression Parameter

Moawad El-Fallah Abd El-Salam
 
ABSTRACT

A CASE OF PLAGIARISM (Case No. 28122012)

Assistant Professor Dr. A.V. Dorugade pointed out a plagiarism in a paper published in Asian Journal of Mathematics and Statistics Volume 4 Number 2, 90-97, 2011.

On the receipt of Assistant Professor Dr. A.V. Dorugade’s letter, the case forwarded to the Ethics Committee of the Science Alert. As per the report of the Ethics Committee, article entitled "An Efficient Estimation Procedure For Determining Ridge Regression Parameter" authored by Moawad El-Fallah Abd El-Salam from Department of Statistics and Mathematics and Insurance, Faculty of Commerce, Zagazig University, Zagazig, Egypt published in Asian Journal of Mathematics and Statistics Volume 4 Number 2, 90-97, 2011, contains substantial sections of text that have been taken verbatim from earlier publication without clear and unambiguous attribution.

Science Alert considers misappropriation of intellectual property and duplication of text from other authors or publications without clear and unambiguous attribution totally unacceptable.

Plagiarism is a violation of copyright and a serious breach of scientific ethics. The Editors and Publisher have agreed to officially retract this article.

Science Alert is highly thankful to Assistant Professor Dr. A.V. Dorugade, for pointing out this plagiarism.

Detail of article from which text has been copied by Moawad El-Fallah Abd El-Salam:

A. V. Dorugade and D. N. Kashid, 2010. Alternative Method for Choosing Ridge Parameter for Regression, 4: 447 - 456, 2010.

http://www.m-hikari.com/ams/ams-2010/ams-9-12-2010/dorugadeAMS9-12-2010.pdf

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  How to cite this article:

Moawad El-Fallah Abd El-Salam , 2011. RETRACTED: An Efficient Estimation Procedure For Determining Ridge Regression Parameter. Asian Journal of Mathematics & Statistics, 4: 90-97.

DOI: 10.3923/ajms.2011.90.97

URL: http://scialert.net/abstract/?doi=ajms.2011.90.97
 
Received: October 13, 2010; Accepted: February 01, 2011; Published: March 25, 2011

REFERENCES
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Hoerl, A.E. and R.W. Kennard, 1970. Ridge regression: Biased estimation for nonorthogonal problems. Technometrics, 12: 55-67.
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Hoerl, A.E., R.W. Kannarda and K.F. Baldwinb, 1975. Ridge regression: Some simulations. Commun. Stat., 4: 105-123.
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Khalaf, G. and G. Shukur, 2005. Choosing ridge parameter for regression problem. Commun. Stat. Theory Methods, 34: 1177-1182.
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Lawless, J.F. and P. Wang, 1976. A simulation study of ridge and other regression estimators. Commun. Stat. Theory Methods, 5: 307-323.
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Mardikyan, S. and E. Cetin, 2008. Efficient choice of biasing constant for ridge regression. Int. J. Contemp. Math. Sci., 3: 527-536.
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Montgomery, D.C., E.A. Peck and G.G. Vining, 2006. Introduction to Linear Regression Analysis. Wiley, New York.

Nomura, M., 1988. On the almost unbiased ridge regression estimation. Commun. Stat. Simulation Comput., 17: 729-743.
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