A. Chaturvedi; A. Pathak; Bayesian estimation proceduresfor
three parameter exponentiatedweibull distribution under entropy loss
function and type ii censoring,InterStat,
pagehttp://interstat.statjournals.net/YEAR/2013/articles/1306001.pdf,
2013.
A. Chaturvedi; K. G. Singh; A family of lifetime distributions
and relatedestimation and testing procedures for the reliability
function, Jour. Appl.Statist. Sci., 16(2) 35-40 (2008).
A. Chaturvedi; K. G. Singh; Bayesian estimation procedures for
a familyof lifetime distributions under squared-error and entropy
losses,Metron,64(2) 179-198 (2006).
A. Chaturvedi; K. Surinder; Further remarks on estimating the
reliabilityfunction of exponential distribution under type I and type II
censorings,Brazilian Jour. Prob. Statist., 13(2) 29-39 (1999).
A. Chaturvedi; S. K. Tomer; UMVU estimation of the reliability
functionof the generalized life distributions, Statist. Papers, 44(3)
301-313 (2003).
A. Chaturvedi; S. K. Tomer; Classical and bayesian reliability
estimationof the negative binomial distribution, Jour. Applied Statist
Sci., 11 33-43 (2002).
A. Chaturvedi; S. Vyas; Estimation and testing procedures of
reliabilityfunctions of exponentiateddistributionsunder censorings,
STATISTICA,77(1) 13-31(2017).
A. Chaturvedi; S. Vyas; Estimation and testing procedures of
reliability functions of three parameter Burr distribution under
censorings, STATISTICA,77(3) 207-235 (2017).
A. Chaturvedi; S. Vyas; Generalized Gamma-
A. Chaturvedi; U. Rani; Classical and Bayesian reliability
estimationof the generalized maxwell failure distribution, Jour.
Statist. Res., 32 113-120 (1998).
A. Chaturvedi; U. Rani; Estimation procedures for a family of
densityfunctions representing various life-testing models,Metrika, 46
213- 219 (1997).
A.P. Basu; N. Ebrahimi; Bayesian approach to life testing and
reliability estimation using asymmetric loss function, Jour. Statist.
Planning andInfer., 29 21-31 (1991).
C.D. Lai; M. Xie; D.N.P. Murthy. Modified weibull model, IEEE Trans Reliab, 52 33-37(2003).
Chao; On comparing estimators of P(X >Y ) in the exponential case, IEEE trans. reliab. Technometrics, R(26) 389-392 (1982).
Chaturvedi; T. Kumari; Estimation and testing procedures for
the reliability functions of a family of lifetime distributions.
InterStat,
pagehttp://interstat.statjournals.net/YEAR/2015/abstracts/1504001.php,2015.
D. J. Bartholomew; A problem in life testing, J Am Stat Assoc, 52(2) 350-355, (1957).
D. J. Bartholomew; The sampling distribution of an estimate arising in life testing, Technometrics, 5 361-374 (1963).
E.L. Pugh; The best estimate of reliability inthe exponential case, Operations Research,1157-61 (1963).
G. D. Kelley; J. A. Kelley; W.R. Schucany. efficient estimation of P(Y
H. Tong; A note on the estimation of P(Y
H. Tong; Letter to the editor Technometrics, 17 393 (1975).
H.F. Martz; R.A. Waller. BayesianReliability Analysis, John Willey Sons. Inc.,New York, (1982).
I.S. Gradshteyn; I.M. Ryzhik; Tables of Integrals,Series and Products, Academic Press, London (1980).
I.W. Burr; Cumulative frequency functions, Ann. Math. Statist., 13 215-232 (1942).
I.W. Burr; P.J. Cislak; On a general system of
distributions:i. its curveshapedcharacteristics; ii. the sample median,
J. Amer.Statist. Assoc., 63 627-635 (1968).
K. Constantine; M. Karson; S. K. Tse. Estimators of P(Y
K. S. Lomax; Business failures another example of the analysis of failuredata, Jour. Amer. Statist. Assoc., 49 847-852(1954).
L.J. Bain; Statistical Analysis of Reliability and Life-testing Models-Theory and Practice, Marcel Dekker, New York, (1978).
M. A. W. Mahmoud; H. SH. Al-Nagar;On generalized order
statistics from linear exponential distribution and its
characterization, Stat Papers,50 407-418, (2009).
M. Ahsanullah; Linear prediction of record values for the
two-parameter exponential distribution, Ann. Inst. Statist. Math.,
32(PartA) 363-368 (1980).
M. Awad; K. Gharraf; Estimation ofP(Y< X) in the burr case:
A comparative study,Commun. Statist. B-Simul. Comp.,15(2) 389–403
(1986).
M. Ljubo; Curves and concentration indices for certain generalized pareto distributions, Stat Rev, 15 257-260 (1965).
M. Nikulin; F. Haghighi; A chi-squaredtest for the generalized
power Weibullfamily for the head-and-neck cancercensored data, Journal
ofMathematicalsciences, 133(3) 1333-1341(2006).
Maxwell distribution: Properties and estimation of Reliability
functions, Journal of Statistics andManagement Systems, 22(8) 1425-1444
(2019)
N.L. Johnson; Letter to the editor,Technometrics, 17 393 (1975).
N.L. Johnson; S. Kotz; N. Balakrishnan; Continuous Univariate Distributions-Vol. 1, John Wiley Sons, New York (1994).
P. Basu; Estimates of reliability for some distributions useful in life testing, Technometrics, 6 215–219 (1964).
P. Enis; S. Geisser; Estimation of the probability that y < x, Jour. Amer. Statist. Assoc., 66 162-168 (1971).
P.R. Tadikamalla; A look at the burr andrelated distributions, Int Stat Rev,48337–344 (1980).
R. Calabria; G. Pulcini; An engineering approach to Bayes
estimation for Weibull distribution, Microelectron. Reliab., 34 789- 802
(1994).
R. K. Tyagi; S. K. Bhattacharya; A note on the mvu estimation
of reliability for the maxwell failure distribution. Estadistica, 41
73-79(1989a).
R. K. Tyagi; S. K. Bhattacharya; Bayes estimator of the maxwell'svelocity distribution function.Statistica, 49 563-567 (1989b).
R.D. Gupta; D. Kundu; Hybrid censoring schemes with
exponential failure distribution, Communications in Statistics Theory
and Methods,27(v) 3065-3083 (1998).
R.U. Khan; B. Zia; Recurrence relations for single and product
moments of record values from gompertz distribution and a
characterization, World Applied Sciences Journal, 7(10) 1331-1334
(2009).
S.K. Bhattacharya; Bayesian approach to life testing and reliability estimation, Jour. Amer. Statist. Assoc., 62 48-62 (1967).
S.K. Sinha; Reliability and Life Testing,Wiley Eastern Limited, New Delhi (1986).
Y. S. Sathe; S. P. Shah; OnestimationP(Y < X) for the
exponential distribution, Commun. Statist.-Theor. Meth., 10 39–47
(1981).