[1] |
SinghB, GuptaPK. Load‐sharing system model and its application to the real data set. Math Comput Simul. 2012;82(9):1615‐1629. · Zbl 1478.62306 |
[2] |
LeeS, DurhamS, LynchJ. On the calculation of the reliability of general load sharing systems. J Appl Probab. 1995;32(3):777‐792. · Zbl 0837.62077 |
[3] |
KvamPH, PeñaEA. Estimating load‐sharing properties in a dynamic reliability system. J Am Stat Assoc. 2005;100(469):262‐272. · Zbl 1117.62375 |
[4] |
SinghB, SharmaKK, KumarA. A classical and Bayesian estimation of a k‐components load‐sharing parallel system. Comput Stat Data Anal. 2008;52(12):5175‐5185. · Zbl 1452.62126 |
[5] |
YunWY, ChaJH. A stochastic model for a general load‐sharing system under overload condition. Appl Stoch Models Bus Ind. 2010;26(5):624‐638. · Zbl 1226.90032 |
[6] |
LingMH, NgHKT, ChanPS, BalakrishnanN. Autopsy data analysis for a series system with active redundancy under a load‐sharing model. IEEE Trans Reliab. 2016;65(2):957‐968. |
[7] |
LiuB, XieM, KuoW. Reliability modeling and preventive maintenance of load‐sharing systems with degrading components. IIE Transactions. 2016;48(8):699‐709. |
[8] |
KongY, YeZ‐S. A cumulative‐exposure‐based algorithm for failure data from a load‐sharing system. IEEE Trans Reliab. 2016;65(2):1001‐1013. |
[9] |
WangL, ZhangJ, ChenW, JiaX. Reliability evaluation of a load‐sharing parallel system with failure dependence. Commun Stat Simul Comput. 2016;45(9):3094‐3113. · Zbl 1350.60093 |
[10] |
DeshpandeJV, DewanI, Naik‐NimbalkarUV. A family of distributions to model load sharing systems. J Stat Plan Inference. 2010;140(6):1441‐1451. · Zbl 1185.62174 |
[11] |
ParkC. Parameter estimation for the reliability of load‐sharing systems. IIE Transactions. 2010;42(10):753‐765. |
[12] |
ParkC. Parameter estimation from load‐sharing system data using the expectation‐maximization algorithm. IIE Transactions. 2013;45(2):147‐163. |
[13] |
KhorshidiHA, GunawanI, IbrahimY. A dynamic unreliability assessment and optimal maintenance strategies for multistate weighted k‐out‐of‐n: F systems. Appl Stoch Models Bus Ind. 2016;32(4):485‐493. |
[14] |
KongY, YeZ. Interval estimation for k‐out‐of‐n load‐sharing systems. IISE Transactions. 2017;49(3):344‐353. |
[15] |
BuehlerRJ. Confidence intervals for the product of two binomial parameters. J Am Stat Assoc. 1957;52(280):482‐493. · Zbl 0080.12703 |
[16] |
KabailaP, LloydCJ. Improved Buehler limits based on refined designated statistics. J Stat Plan Inference. 2006;136(9):3145‐3155. · Zbl 1094.62038 |
[17] |
LloydCJ, KabailaP. On the optimality and limitations of Buehler bounds. Aust N Z J Stat. 2003;45(2):167‐174. · Zbl 1064.62029 |
[18] |
MannNR. Approximately optimum confidence bounds on series‐and parallel‐system reliability for systems with binomial subsystem data. IEEE Trans Reliab. 1974;23(5):295‐304. |
[19] |
WinterbottomA. Asymptotic expansions to improve large sample confidence intervals for system reliability. Biometrika. 1980;67(2):351‐357. · Zbl 0453.62088 |
[20] |
LeemisLM. Lower system reliability bounds from binary failure data using bootstrapping. J Qual Technol. 2006;38(1):2‐13. |
[21] |
DasguptaA. Asymptotic Theory of Statistics and Probability. New York, NY: Springer; 2008. · Zbl 1154.62001 |
[22] |
CornishEA, FisherRA. Moments and cumulants in the specification of distributions. Revue Inst Int Stat. 1938;5(4):307‐320. · JFM 63.1081.01 |