References
- 김종태, 이우동 (1998), 「쿨백-레이블러정보함수에 기초한 와이블분포와 극단값 분포에 대한 적합도 검정」, 응용통계연구, 제 11권 2호, pp 351-362
- 박병구, 윤상철, 조건호 (2000), 「단계스트레스 가속수명모형을 이용한 쿨백-레이블러 정보함수에 대한 추정」 , 응용통계연구, 제 13권 2호, pp 563-573
- Besseler, S., Chernoff, H. and Marshall,A. W. (1962), "An Optimal SequentialAccelerated Life Test", Technometrics Vol. 4, pp 367-379 https://doi.org/10.2307/1266574
- Bhattachanya, G. K. and Soejoeti, Z.(1989), 'A Tampend Failure Rate Modelfor Step-Stress Accelerated Life Test' , Communications in Statistics-Theoryand Method, A18, pp 1627-1643
- Correa, J.C. (1995), "A New Estimatorof Entropy" , Communications in Statistics- Theory and Method, A24, pp2439-2449
- DeGroot, M. H. and Goel, P. K. (1979),"Bayesian Estimation and OptimalDesign in Partially Accelerated LifeTesting" , Naval Research LogisticsQuarterly, Vol.26, pp 223-235 https://doi.org/10.1002/nav.3800260204
- Ebrahimi N., habibullah M. and SoofiE. S. (1992), "Testing Exponentiality based on Kullback-Leibler Information" , J. R. Statist. Soc. B, Vol. 54, 3, pp739-748
- Ebrahimi N. (2001), "Testing for Uniformity of the Residual Life Timebased on Dynamic Kullback-LeiblerInformation" , Ann. Inst. Statist. Math,Vol. 53, 2, pp 325-337 https://doi.org/10.1023/A:1012085320762
- Kullback, S. and Leibler, R. A. (1951),"On Information and Sufficiency"AnnaIs of Mathematical Statistics, Vol.22, pp 79-86 https://doi.org/10.1214/aoms/1177729694
- Mazzuchi, T.A., Soofi, E.S. and Soyer,R. (2000), "Computation of Maximum Entropy Dirichlet for modeling lifetimedata" , Computational Statistics & Data Anatysis, 32, p 361-378 https://doi.org/10.1016/S0167-9473(99)00090-0
- Miller, R. and Nelson, W. (1983), "Optimum Simple Step-Stress Plans for Accelerated Life Testing" , IEEE Transactions on ReIiabiIity, Vol. 32.pp 59-65 https://doi.org/10.1109/TR.1983.5221475
- Park B. G., S. Y. Yoon S. C. and ChoJ. Y. (2000), "On Estimating of Kullback-Leibler Information Functionusing Three Step stress AcceleratedLife Test" , International JournaI of ReIiabitity and AppIication, Vol. 1, No.2, pp 155-165
- Shanon, C. E. (1948), "A MathematicalTheory of Communication" , Bell.System Technical JournaI, Vol. 27, pp379-423 https://doi.org/10.1002/j.1538-7305.1948.tb01338.x
- van Es, B. (1992), 'EstimatingFunctionals Related to a Density byClass of Statistics Based on Spacings' , Scandinavian JournoI of Statistics,Vol. 19, pp 61-72
- Vasicek , O. A. (1976), "A Test forNormality Based on Sample Entropy" Journal of Royal Statistical Society,Ser. B, Vol. 37, pp 55-59
- Wieczorkowski, R. and Grzegorzewski, P.(1999), "Entropy Estimators Improvementand Comparison" , Communications in Statistics -Simulations, B28, No. 2, pp541-567
- Xiong C.. (2002). "Inferences on a simple step-stress model with Type-ⅡCensored Exponential Data" , IEEE Trans. ReliabiIity, VoI. 47, No. 2, pp142-146
- Xiong C. and George A. M., (2002). "Prediction for Exponential Lifetimesbased on Step-Stress Testing",Communications in Statistics-Simulation,31(4), pp 539-556 https://doi.org/10.1081/SAC-120004311