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Variansi dari Data Uji Hidup Berdistribusi Eksponensial Tersensor ...

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8<br />

Akhmad Fauzy<br />

[5] Brookmeyer, R. & Crowley, J. (1982). A confidence interval for the median survival time.<br />

Biometrics, 38, 29-41.<br />

[6] Bury, K. (1999). Statistical distributions in engineering. Cambridge: Cambridge University Press.<br />

[7] Chernick, M. R. (2007). Bootstrap Methods: A Practitioners and Researchers. New York: Wiley<br />

Interscience.<br />

[8] Collett, D. (2003). Modeling survival data in medical research (2nd ed.). London: Chapman & Hall.<br />

[9] Cox, D. R. & Oakes, D. (1984). Analysis of survival data. London: Chapman & Hall.<br />

[10] Davison, A. C., Hinkley, D. V. & Worton, B. J. (1992). Bootstrap likelihoods. Biometrika, 79(1),<br />

113-130.<br />

[11] Diciccio, T. & Efron, B. (1992). More accurate confidence intervals in exponential families.<br />

Biometrika, 79(2), 231-245.<br />

[12] Efron, B. (1979). Bootstrap method: another look at the jackknife. The Annals of Statistics, 7(1), 1-<br />

26.<br />

[13] Efron, B. (1993). Bayes and likelihood calculations from confidence intervals. Biometrika, 80(1), 3-<br />

26.<br />

[14] Efron, B. & Tibshirani, R. (1993). An introduction to the bootstrap. New York: Chapman & Hall.<br />

[15] Elandt-Johnson, R. C. & Johnson, N. L. (1980). Survival models and data analysis. New York:<br />

John Wiley & Sons.<br />

[16] Evans, I. G. & Nigm, A. H. M. (1980). Bayesian prediction for the left truncated exponential<br />

distribution. Technometrics, 22(2), 201-204.<br />

[17] Fairbanks, K. (1988). A two-stage life test for the exponential parameter. Technometrics, 30(2),<br />

175-180.<br />

[18] Fauzy, A. (2000a). Selang keyakinan untuk koefisien 1 <strong>dari</strong> garis regresi apabila ragam galat<br />

tidak homogen dengan metode bootstrap persentil. MIHMI, 6(3), 46-54.<br />

[19] Fauzy, A. (2000b). Estimasi interval konfidensi <strong>dari</strong> nilai rata-rata pada sampel berdistribusi t<br />

dengan metode bootstrap persentil. MIHMI, 6(5), 241-245.<br />

[20] Fauzy, A. & Ibrahim, N. A. (2001a). Interval konfidensi bersama bonferroni pada regresi linier<br />

sederhana dengan metode bootstrap persentil. Prosiding Seminar Nasional Matematika FMIPA<br />

UGM (pp. 15-22). Yogyakarta: FMIPA UGM.<br />

[21] Fauzy, A. & Ibrahim, N. A. (2001b). Interval rata-rata hasil produksi padi dengan metode<br />

bootstrap persentil. Prosiding Seminar Nasional Statistika V FMIPA ITS Surabaya (pp. 247-253).<br />

Surabaya: Jurusan Statistika ITS.<br />

[22] Fauzy, A., Ibrahim, N. A., Daud, I. & Abu Bakar, M. R. (2003a). Bonferroni joint confidence<br />

intervals for parameters exponential distribution under double type-II censoring with bootstrap<br />

percentile. Eksakta, 5(1), 60-67.<br />

[23] Fauzy, A., Ibrahim, N. A., Daud, I. & Abu Bakar, M. R. (2003b). Bonferroni confidence interval for<br />

two parameter exponential distribution under type-II censoring with bootstrap percentile. Berkala<br />

Ilmiah MIPA, 13(1), 17-28.<br />

[24] Fauzy, A., Ibrahim, N. A., Daud, I. & Abu Bakar, M. R. (2004). Confidence bands for survivor<br />

function on exponential distribution under type-II censoring with bootstrap percentile. Forum<br />

Statistika dan Komputasi, 9(1), 34-38.<br />

[25] Fauzy, A. (2005). Interval estimations for exponential distributions one and two parameter under<br />

tingle and multiple type-II censoring using bootstrap percentiles. Disertasi, Serdang: Universiti<br />

Putra Malaysia<br />

[26] Fauzy, A. (2007a). Confidence bands for survivor function of two parameters exponential<br />

distribution under type-II censoring with bootstrap persentile. Prosiding Seminar Nasional<br />

Statistika FMIPA UNISBA (pp. 15-20). Bandung: Jurusan Statistika UNISBA.<br />

[27] Fauzy, A. (2007b). Confidence bands for survivor function of two parameters exponential<br />

distribution under multiple type-II censoring with traditional method and bootstrap persentile<br />

method. Jurnal Ilmiah Mat Stat, 7(2), 180-190.<br />

[28] Fauzy, A., Supandi, E.D., Ibrahim, N. A., Daud, I. & Abu Bakar, M. R. (2007). Confidence bands<br />

for air pollutan (carbon monoxida) under double type-II censoring with bootstrap percentile.<br />

Proceeding of ICREM 3 (pp. 209-214). Serdang: INSPEM Universiti Putra Malaysia.<br />

[29] Fauzy, A. (2011). Bunga rampai: pemanfaatan metode bootstrap persentil dalam bidang analisis<br />

uji hidup (studi kasus data berdistribusi eksponensial tersensor tipe-II tunggal, double dan<br />

multiple). Yogyakarta: Ardana Media.<br />

[30] Fei, H. & Kong, F. (1994). Interval estimations for one and two parameters exponential<br />

distributions under multiple type II censoring. Commun. Statist.-Theory Meth., 23(6), 1717-1733.<br />

[31] Fernandez, A. J. (2000a). On maximum likelihood prediction based on type II double censored<br />

exponential data. Metrika, 50, 211-220.<br />

[32] Fernandez, A. J. (2000b). Estimation and hypothesis testing for exponential lifetime models with<br />

double censoring and prior information. Journal of Economic and Social Research, 2(2), 1-17.<br />

[33] Hakim, F.B. & Fauzy, A. (2010). Confidence bands for survivor function of one parameter<br />

exponential distribution under double type-II censoring. Prosiding Seminar Nasional Penelitian,<br />

Pendidikan dan Penerapan MIPA (pp. 105-110). Yogyakarta: Universitas Negeri Yogyakarta.

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