The folded t distribution

Bibliography

• Cooper , B.E. 1968 . The Integral of Student's t Distribution Algorithm AS 3 . J.Roy Statistist, Soc., Series C , 17 ( 2 ) : 189 – 190 .
   Google Scholar
• Elandt , R.C. 1961 . The Folded Normal Distribution:Two Methods of Estimating Parameters from Moments . Technometrics , 3 ( 4 ) : 551 – 562 . 551-562
   Web of Science ®Google Scholar
• Gilbert , J.P. and Hosteller , F. 1966 . Recognizing the Maximum of a Sequence . Jour. Amer. Stat, Assoc , 61 ( 4 ) : 35 – 73 .
   Web of Science ®Google Scholar
• Griffiths , P. and Hill , I.D. 1985 . Applied Statistics Algorithms , Chichester : Ellis Horwood .
   Google Scholar
• Johnson , N.L. 1962 . The Folded Normal Distribution:Accuracy of Estimation by Maximum Likelihood . Technometrics , 4 ( 2 ) : 249 – 256 . cs, 4(2), 249-256]
   Web of Science ®Google Scholar
• Leone , F.C. , Nelson , L.S. and Nottingham , R.B. 1961 . The Folded Normal Distribution . Technometrics , 3 ( 4 ) : 543 – 550 .
   Web of Science ®Google Scholar
• Nelson , L.S. 1980 . The Folded Normal Distribution . J,Qual, Technology , 12 ( 4 ) : 236
   Web of Science ®Google Scholar
• Psarakis S. Panaretos J. On an Approach to Model Evaluation and Selection 1990 Submitted
   Google Scholar
• Risvi , M.H. 1971 . Some Selection Problems Involving Folded Normal Distributions . Technometrics , 13 ( 2 ) : 355 – 369 .
   Web of Science ®Google Scholar
• Sinha , S.K. 1983 . Folded Normal Distribution -A Bayesian Approach . Journal of the Indian Statistical Association , 21 ( 2 ) : 31 – 34 .
   Google Scholar
• Sundberg , R. 1974 . On Estimation and testing for the folded Normal Distribution . Coram. Statist , 3 ( 2 ) : 55 – 72 .
   Google Scholar
• Xekalaki , E. and Katti , S.K. 1984 . A Technique for Evaluating Forecasting Models . Biom.J , 26 ( 2 ) : 173 – 184 .
   Web of Science ®Google Scholar