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20-10-2022

A Novel G Family for Single Acceptance Sampling Plan with Application in Quality and Risk Decisions

Authors: Basma Ahmed, M. Masoom Ali, Haitham M. Yousof

Published in: Annals of Data Science | Issue 1/2024

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Abstract

In this paper we present a new G family of probability distributions. Some of its mathematical properties are derived. Based on a special member of the new family, a single acceptance sampling plan is considered. The issue of a single sample plan when the lifetime test is truncated at a pre-determined period is discussed. For certain different acceptance levels, confidence limits and values ratio of time and the sample size is desired to assure the estimated fixed mean life. The results of lowest ratio of actual mean life to fixed mean life that confirms acceptance with a given probability are presented. A case study is presented for this purpose.

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Literature
1.
go back to reference Marshall AW, Olkin I (1997) A new method for adding a parameter to a family of distributions with application to the Exponential and Weibull families. Biometrika 84:641–652MathSciNetCrossRef Marshall AW, Olkin I (1997) A new method for adding a parameter to a family of distributions with application to the Exponential and Weibull families. Biometrika 84:641–652MathSciNetCrossRef
2.
go back to reference Eugene N, Lee C, Famoye F (2002) Beta-normal distribution and its applications. Commun Stat Theory Methods 31:497–512MathSciNetCrossRef Eugene N, Lee C, Famoye F (2002) Beta-normal distribution and its applications. Commun Stat Theory Methods 31:497–512MathSciNetCrossRef
3.
go back to reference Merovci F, Alizadeh M, Yousof HM, Hamedani GG (2017) The exponentiated transmuted-G family of distributions: theory and applications. Commun Stat-Theory Methods 46(21):10800–10822MathSciNetCrossRef Merovci F, Alizadeh M, Yousof HM, Hamedani GG (2017) The exponentiated transmuted-G family of distributions: theory and applications. Commun Stat-Theory Methods 46(21):10800–10822MathSciNetCrossRef
4.
go back to reference Yousof HM, Alizadeh M, Jahanshahi SMA, Ramires TG, Ghosh I, Hamedani GG (2017) The transmuted Topp-Leone G family of distributions: theory, characterizations and applications. J Data Sci 15(4):723–740CrossRef Yousof HM, Alizadeh M, Jahanshahi SMA, Ramires TG, Ghosh I, Hamedani GG (2017) The transmuted Topp-Leone G family of distributions: theory, characterizations and applications. J Data Sci 15(4):723–740CrossRef
5.
go back to reference Rezaei S, Sadr BB, Alizadeh M, Nadarajah S (2017) Topp-Leone generated family of distributions: properties and applications. Commun Stat: Theory Methods 46(6):2893–2909MathSciNetCrossRef Rezaei S, Sadr BB, Alizadeh M, Nadarajah S (2017) Topp-Leone generated family of distributions: properties and applications. Commun Stat: Theory Methods 46(6):2893–2909MathSciNetCrossRef
6.
go back to reference Yousof HM, Afify AZ, Hamedani GG, Aryal GR (2017) The Burr X generator of distributions for lifetime data. J Stat Theory Appl 16(3):288–305MathSciNetCrossRef Yousof HM, Afify AZ, Hamedani GG, Aryal GR (2017) The Burr X generator of distributions for lifetime data. J Stat Theory Appl 16(3):288–305MathSciNetCrossRef
7.
go back to reference Hamedani GG, Yousof HM, Rasekhi M, Alizadeh M, Najibi SM (2017) Type I general exponential class of distributions. Pak J Stat Oper Res XIV(1):39–55MathSciNetCrossRef Hamedani GG, Yousof HM, Rasekhi M, Alizadeh M, Najibi SM (2017) Type I general exponential class of distributions. Pak J Stat Oper Res XIV(1):39–55MathSciNetCrossRef
8.
go back to reference Brito E, Cordeiro GM, Yousof HM, Alizadeh M, Silva GO (2017) Topp-Leone odd Log-Logistic family of distributions. J Stat Comput Simul 87(15):3040–3058MathSciNetCrossRef Brito E, Cordeiro GM, Yousof HM, Alizadeh M, Silva GO (2017) Topp-Leone odd Log-Logistic family of distributions. J Stat Comput Simul 87(15):3040–3058MathSciNetCrossRef
9.
go back to reference Aryal GR, Yousof HM (2017) The exponentiated generalized-G Poisson family of distributions. Econ Qual Control 32(1):1–17MathSciNet Aryal GR, Yousof HM (2017) The exponentiated generalized-G Poisson family of distributions. Econ Qual Control 32(1):1–17MathSciNet
10.
go back to reference Korkmaz MC, Yousof HM, Hamedani GG (2018) The exponential Lindley odd log-logistic G family: properties, characterizations and applications. J Stat Theory Appl 17(3):554–571MathSciNetCrossRef Korkmaz MC, Yousof HM, Hamedani GG (2018) The exponential Lindley odd log-logistic G family: properties, characterizations and applications. J Stat Theory Appl 17(3):554–571MathSciNetCrossRef
11.
go back to reference Cordeiro GM, Yousof HM, Ramires TG, Ortega EMM (2018) The Burr XII system of densities: properties, regression model and applications. J Stat Comput Simul 88(3):432–456MathSciNetCrossRef Cordeiro GM, Yousof HM, Ramires TG, Ortega EMM (2018) The Burr XII system of densities: properties, regression model and applications. J Stat Comput Simul 88(3):432–456MathSciNetCrossRef
12.
go back to reference Korkmaz MC, Yousof HM, Hamedani GG, Ali MM (2018) The Marshall-Olkin generalized G Poisson family of distributions. Pak J Stat 34(3):251–267MathSciNet Korkmaz MC, Yousof HM, Hamedani GG, Ali MM (2018) The Marshall-Olkin generalized G Poisson family of distributions. Pak J Stat 34(3):251–267MathSciNet
13.
go back to reference Hamedani GG, Altun E, Korkmaz MC, Yousof HM, Butt NS (2018) A new extended G family of continuous distributions with mathematical properties, characterizations and regression modeling. Pak J Stat Oper Res 14(3):737–758MathSciNetCrossRef Hamedani GG, Altun E, Korkmaz MC, Yousof HM, Butt NS (2018) A new extended G family of continuous distributions with mathematical properties, characterizations and regression modeling. Pak J Stat Oper Res 14(3):737–758MathSciNetCrossRef
14.
go back to reference Yousof HM, Altun E, Ramires TG, Alizadeh M, Rasekhi M (2018) A new family of distributions with properties, regression models and applications. J Stat Manag Syst 21(1):163–188 Yousof HM, Altun E, Ramires TG, Alizadeh M, Rasekhi M (2018) A new family of distributions with properties, regression models and applications. J Stat Manag Syst 21(1):163–188
15.
go back to reference Hamedani GG, Rasekhi M, Najib SM, Yousof HM, Alizadeh M (2019) Type II general exponential class of distributions. Pak J Stat Oper Res XV(2):503–523CrossRef Hamedani GG, Rasekhi M, Najib SM, Yousof HM, Alizadeh M (2019) Type II general exponential class of distributions. Pak J Stat Oper Res XV(2):503–523CrossRef
16.
go back to reference Nascimento ADC, Silva KF, Cordeiro GM, Alizadeh M, Yousof HM (2019) The odd Nadarajah-Haghighi family of distributions: properties and applications. Stud Sci Math Hung 56(2):1–26MathSciNet Nascimento ADC, Silva KF, Cordeiro GM, Alizadeh M, Yousof HM (2019) The odd Nadarajah-Haghighi family of distributions: properties and applications. Stud Sci Math Hung 56(2):1–26MathSciNet
17.
go back to reference Karamikabir H, Afshari M, Yousof HM, Alizadeh M, Hamedani GG (2020) The Weibull Topp-Leone generated family of distributions: statistical properties and applications. J Iranian Stat Soc 19(1):121–161MathSciNetCrossRef Karamikabir H, Afshari M, Yousof HM, Alizadeh M, Hamedani GG (2020) The Weibull Topp-Leone generated family of distributions: statistical properties and applications. J Iranian Stat Soc 19(1):121–161MathSciNetCrossRef
18.
go back to reference Yousof HM, Korkmaz MÇ, Sen S (2021) A new two-parameter lifetime model. Ann Data Sci 8:91–106CrossRef Yousof HM, Korkmaz MÇ, Sen S (2021) A new two-parameter lifetime model. Ann Data Sci 8:91–106CrossRef
19.
go back to reference Merovci F, Yousof HM, Hamedani GG (2020) The poisson Topp Leone generator of distributions for lifetime data: theory, characterizations and applications. Pak J Stat Oper Res 16(2):343–355CrossRef Merovci F, Yousof HM, Hamedani GG (2020) The poisson Topp Leone generator of distributions for lifetime data: theory, characterizations and applications. Pak J Stat Oper Res 16(2):343–355CrossRef
20.
go back to reference Korkmaz MÇ, Altun E, Yousof HM, Hamedani GG (2020) The Hjorth’s IDB generator of distributions: properties, characterizations, regression modeling and applications. J Stat Theory Appl 19(1):59–74CrossRef Korkmaz MÇ, Altun E, Yousof HM, Hamedani GG (2020) The Hjorth’s IDB generator of distributions: properties, characterizations, regression modeling and applications. J Stat Theory Appl 19(1):59–74CrossRef
21.
go back to reference Altun E, Yousof HM, Hamedani GG (2021) The Gudermannian generated family of distributions with characterizations, regression models and applications. Studia Scientiarum Mathematicarum Hungarica, Forthcoming Altun E, Yousof HM, Hamedani GG (2021) The Gudermannian generated family of distributions with characterizations, regression models and applications. Studia Scientiarum Mathematicarum Hungarica, Forthcoming
22.
go back to reference Chesneau C, Yousof HM (2021) On a special generalized mixture class of probabilistic models. J Nonlinear Model Anal 3(1):71–92 Chesneau C, Yousof HM (2021) On a special generalized mixture class of probabilistic models. J Nonlinear Model Anal 3(1):71–92
24.
go back to reference Bourguignon M, Silva RB, Cordeiro GM (2014) The Weibull-G family of probability distributions. J Data Sci 12(1):53–68MathSciNetCrossRef Bourguignon M, Silva RB, Cordeiro GM (2014) The Weibull-G family of probability distributions. J Data Sci 12(1):53–68MathSciNetCrossRef
25.
go back to reference Aboraya M, Yousof HM, Hamedani GG, Ibrahim M (2020) A new family of discrete distributions with mathematical properties, characterizations. Bayesian Non-Bayesian Estim Methods Math 8:1648 Aboraya M, Yousof HM, Hamedani GG, Ibrahim M (2020) A new family of discrete distributions with mathematical properties, characterizations. Bayesian Non-Bayesian Estim Methods Math 8:1648
26.
go back to reference Chesneau C, Yousof HM, Hamedani GG, Ibrahim M (2022) A new one-parameter discrete distribution: the discrete inverse Burr distribution: characterizations, properties, applications, Bayesian and Non-Bayesian Estimations. Stat, Optim Inf Comput, Forthcoming Chesneau C, Yousof HM, Hamedani GG, Ibrahim M (2022) A new one-parameter discrete distribution: the discrete inverse Burr distribution: characterizations, properties, applications, Bayesian and Non-Bayesian Estimations. Stat, Optim Inf Comput, Forthcoming
27.
go back to reference Ibrahim M, Ali MM, Yousof HM (2021) The discrete analogue of the Weibull G family: properties, different applications, Bayesian and non-Bayesian estimation methods. Ann Data Sci, Forthcoming Ibrahim M, Ali MM, Yousof HM (2021) The discrete analogue of the Weibull G family: properties, different applications, Bayesian and non-Bayesian estimation methods. Ann Data Sci, Forthcoming
28.
go back to reference Yousof HM, Chesneau C, Hamedani G, Ibrahim M (2021) A new discrete distribution: properties, characterizations, modeling real count data. Bayesian Non-Bayesian Estim Stat 81(2):135–162 Yousof HM, Chesneau C, Hamedani G, Ibrahim M (2021) A new discrete distribution: properties, characterizations, modeling real count data. Bayesian Non-Bayesian Estim Stat 81(2):135–162
29.
go back to reference Carolino E, Barao I (2013) Robust methods in acceptance sampling. REVSTAT-Stat J 11(1):67–82MathSciNet Carolino E, Barao I (2013) Robust methods in acceptance sampling. REVSTAT-Stat J 11(1):67–82MathSciNet
30.
go back to reference Gupta SS, Groll PA (1961) Gamma distribution in acceptance sampling based on life test. J Am Stat Assoc 56(296):942–970MathSciNetCrossRef Gupta SS, Groll PA (1961) Gamma distribution in acceptance sampling based on life test. J Am Stat Assoc 56(296):942–970MathSciNetCrossRef
31.
go back to reference Balakrishnan N, Lieiva V, López J (2007) Acceptance sampling plans from truncated life tests based on the generalized Birnbaum-Saunders distribution. Commun Stat-Simul Comput 36(3):643–656MathSciNetCrossRef Balakrishnan N, Lieiva V, López J (2007) Acceptance sampling plans from truncated life tests based on the generalized Birnbaum-Saunders distribution. Commun Stat-Simul Comput 36(3):643–656MathSciNetCrossRef
32.
go back to reference Aslam M, Kundu D, Ahmed M (2010) Time truncated acceptance sampling plans for generalized exponential distribution. J Appl Stat 37(4):555–566MathSciNetCrossRef Aslam M, Kundu D, Ahmed M (2010) Time truncated acceptance sampling plans for generalized exponential distribution. J Appl Stat 37(4):555–566MathSciNetCrossRef
33.
go back to reference Yousof HM, Mansoor M, Alizadeh M, Afify AZ, Ghosh I (2020) The Weibull-G Poisson family for analyzing lifetime data. Pak J Stat Oper Res 16(1):131–148CrossRef Yousof HM, Mansoor M, Alizadeh M, Afify AZ, Ghosh I (2020) The Weibull-G Poisson family for analyzing lifetime data. Pak J Stat Oper Res 16(1):131–148CrossRef
34.
go back to reference Shi Y, Tian YJ, Kou G, Peng Y, Li JP (2011) Optimization based data mining: theory and applications. Springer, BerlinCrossRef Shi Y, Tian YJ, Kou G, Peng Y, Li JP (2011) Optimization based data mining: theory and applications. Springer, BerlinCrossRef
35.
go back to reference Shi Y (2022) Advances in big data analytics: theory algorithm and practice. Springer, SingaporeCrossRef Shi Y (2022) Advances in big data analytics: theory algorithm and practice. Springer, SingaporeCrossRef
36.
go back to reference Tien JM (2017) Internet of things, real-time decision making, and artificial intelligence. Ann Data Sci 4(2):149–178CrossRef Tien JM (2017) Internet of things, real-time decision making, and artificial intelligence. Ann Data Sci 4(2):149–178CrossRef
37.
go back to reference Mansour MM, Ibrahim M, Aidi K, Butt NS, Ali MM, Yousof HM, Hamed MS (2020) A new log-logistic lifetime model with mathematical properties, Copula, modified goodness-of-fit test for validation and real data modeling. Mathematics 8(9):1508CrossRef Mansour MM, Ibrahim M, Aidi K, Butt NS, Ali MM, Yousof HM, Hamed MS (2020) A new log-logistic lifetime model with mathematical properties, Copula, modified goodness-of-fit test for validation and real data modeling. Mathematics 8(9):1508CrossRef
38.
go back to reference Elgohari H, Yousof HM (2020) A generalization of Lomax distribution with properties, copula and real data applications. Pak J Stat Oper Res 16(4):697–711CrossRef Elgohari H, Yousof HM (2020) A generalization of Lomax distribution with properties, copula and real data applications. Pak J Stat Oper Res 16(4):697–711CrossRef
39.
go back to reference Elgohari H, Yousof HM (2021) A new extreme value model with different copula, statistical properties and applications. Pak J Stat Oper Res 17(4):1015–1035CrossRef Elgohari H, Yousof HM (2021) A new extreme value model with different copula, statistical properties and applications. Pak J Stat Oper Res 17(4):1015–1035CrossRef
40.
go back to reference Elgohari H, Yousof HM (2020) New extension of weibull distribution: copula, mathematical properties and data modeling. Stat, Optim Inf Comput 8(4):972–993CrossRef Elgohari H, Yousof HM (2020) New extension of weibull distribution: copula, mathematical properties and data modeling. Stat, Optim Inf Comput 8(4):972–993CrossRef
41.
go back to reference Elgohari H, Ibrahim M, Yousof HM (2021) A new probability distribution for modeling failure and service times: properties, copulas and various estimation methods. Stat, Optim Inf Comput 8(3):555–586MathSciNetCrossRef Elgohari H, Ibrahim M, Yousof HM (2021) A new probability distribution for modeling failure and service times: properties, copulas and various estimation methods. Stat, Optim Inf Comput 8(3):555–586MathSciNetCrossRef
42.
go back to reference Saber MM, Rasekhi, M, Yousof HM (2022b) Generalized stress-strength and generalized multicomponent stress-strength models. Stat, Optim Inf Comput, Forthcoming Saber MM, Rasekhi, M, Yousof HM (2022b) Generalized stress-strength and generalized multicomponent stress-strength models. Stat, Optim Inf Comput, Forthcoming
43.
go back to reference Yousof HM, Ali MM, Goual H, Ibrahim M (2021) A new reciprocal Rayleigh extension: properties, copulas, different methods of estimation and modified right censored test for validation. Stat Trans New Ser 23(3):1–23 Yousof HM, Ali MM, Goual H, Ibrahim M (2021) A new reciprocal Rayleigh extension: properties, copulas, different methods of estimation and modified right censored test for validation. Stat Trans New Ser 23(3):1–23
44.
go back to reference Yousof HM, Rasekhi M, Altun E, Alizadeh M (2018) The extended odd Fréchet family of distributions: properties, applications and regression modeling. Int J Appl Math Stat 30(1):1–30 Yousof HM, Rasekhi M, Altun E, Alizadeh M (2018) The extended odd Fréchet family of distributions: properties, applications and regression modeling. Int J Appl Math Stat 30(1):1–30
45.
go back to reference Shehata WAM, Yousof HM (2021) The four-parameter exponentiated Weibull model with Copula, properties and real data modeling. Pak J Stat Oper Res 17(3):649–667CrossRef Shehata WAM, Yousof HM (2021) The four-parameter exponentiated Weibull model with Copula, properties and real data modeling. Pak J Stat Oper Res 17(3):649–667CrossRef
46.
go back to reference Shehata WAM, Yousof HM (2021b) A novel two-parameter Nadarajah-Haghighi extension: properties, copulas, modeling real data and different estimation methods. Stat Optim Inf Comput, Forthcoming Shehata WAM, Yousof HM (2021b) A novel two-parameter Nadarajah-Haghighi extension: properties, copulas, modeling real data and different estimation methods. Stat Optim Inf Comput, Forthcoming
47.
go back to reference Ali MM, Ibrahim M, Yousof HM (2021a) Expanding the Burr X model: properties, copula, real data modeling and different methods of estimation. In: Optimal decision making in operations research and statistics: methodologies and applications. CRC Press, pp. 26–49 Ali MM, Ibrahim M, Yousof HM (2021a) Expanding the Burr X model: properties, copula, real data modeling and different methods of estimation. In: Optimal decision making in operations research and statistics: methodologies and applications. CRC Press, pp. 26–49
48.
go back to reference Ali MM, Yousof HM, Ibrahim M (2021b) A new version of the generalized Rayleigh distribution with copula, properties, applications and different methods of estimation. In: Optimal decision making in operations research and statistics: methodologies and applications, vol. 1, pp. 1–20 Ali MM, Yousof HM, Ibrahim M (2021b) A new version of the generalized Rayleigh distribution with copula, properties, applications and different methods of estimation. In: Optimal decision making in operations research and statistics: methodologies and applications, vol. 1, pp. 1–20
49.
go back to reference Shehata WAM, Butt NS, Yousof H, Aboraya M (2022) A new lifetime parametric model for the survival and relief times with copulas and properties. Pak J Stat Oper Res 18(1):249–272CrossRef Shehata WAM, Butt NS, Yousof H, Aboraya M (2022) A new lifetime parametric model for the survival and relief times with copulas and properties. Pak J Stat Oper Res 18(1):249–272CrossRef
50.
go back to reference Shehata WAM, Yousof HM, Aboraya M (2021) A novel generator of continuous probability distributions for the asymmetric left-skewed bimodal real-life data with properties and copulas. Pak J Stat Oper Res 17(4):943–961CrossRef Shehata WAM, Yousof HM, Aboraya M (2021) A novel generator of continuous probability distributions for the asymmetric left-skewed bimodal real-life data with properties and copulas. Pak J Stat Oper Res 17(4):943–961CrossRef
51.
go back to reference Ibrahim M, Yadav AS, Yousof HM, Goual H, Hamedani GG (2019) A new extension of Lindley distribution: modified validation test, characterizations and different methods of estimation. Commun Stat Appl Methods 26(5):473–495 Ibrahim M, Yadav AS, Yousof HM, Goual H, Hamedani GG (2019) A new extension of Lindley distribution: modified validation test, characterizations and different methods of estimation. Commun Stat Appl Methods 26(5):473–495
52.
go back to reference Goual H, Yousof HM, Ali MM (2019) Validation of the odd Lindley exponentiated exponential by a modified goodness of fit test with applications to censored and complete data. Pak J Stat Oper Res 15(3):745–771CrossRef Goual H, Yousof HM, Ali MM (2019) Validation of the odd Lindley exponentiated exponential by a modified goodness of fit test with applications to censored and complete data. Pak J Stat Oper Res 15(3):745–771CrossRef
53.
go back to reference Goual H, Yousof HM, Ali MM (2020) Lomax inverse Weibull model: properties, applications, and a modified Chi-squared goodness-of-fit test for validation. J Nonlinear Sci Appl 13(6):330–353MathSciNetCrossRef Goual H, Yousof HM, Ali MM (2020) Lomax inverse Weibull model: properties, applications, and a modified Chi-squared goodness-of-fit test for validation. J Nonlinear Sci Appl 13(6):330–353MathSciNetCrossRef
55.
go back to reference Mansour M, Korkmaz MC, Ali MM, Yousof HM, Ansari SI, Ibrahim M (2020) A generalization of the exponentiated Weibull model with properties, Copula and application. Eurasian Bull Math 3(2):84–102 Mansour M, Korkmaz MC, Ali MM, Yousof HM, Ansari SI, Ibrahim M (2020) A generalization of the exponentiated Weibull model with properties, Copula and application. Eurasian Bull Math 3(2):84–102
56.
go back to reference Mansour M, Rasekhi M, Ibrahim M, Aidi K, Yousof HM, Elrazik EA (2020) A new parametric life distribution with modified Bagdonavičius-Nikulin goodness-of-fit test for censored validation, properties, applications, and different estimation methods. Entropy 22(5):592ADSPubMedPubMedCentralCrossRef Mansour M, Rasekhi M, Ibrahim M, Aidi K, Yousof HM, Elrazik EA (2020) A new parametric life distribution with modified Bagdonavičius-Nikulin goodness-of-fit test for censored validation, properties, applications, and different estimation methods. Entropy 22(5):592ADSPubMedPubMedCentralCrossRef
57.
go back to reference Mansour M, Yousof HM, Shehata WAM, Ibrahim M (2020) A new two parameter Burr XII distribution: properties, Copula, different estimation methods and modeling acute bone cancer data. J Nonlinear Sci Appl 13(5):223–238MathSciNetCrossRef Mansour M, Yousof HM, Shehata WAM, Ibrahim M (2020) A new two parameter Burr XII distribution: properties, Copula, different estimation methods and modeling acute bone cancer data. J Nonlinear Sci Appl 13(5):223–238MathSciNetCrossRef
58.
go back to reference Mansour M, Butt NS, Yousof HM, Ansari SI, Ibrahim M (2020) A generalization of reciprocal exponential model: clayton Copula, statistical properties and modeling skewed and symmetric real data sets. Pak J Stat Oper Res 16(2):373–386CrossRef Mansour M, Butt NS, Yousof HM, Ansari SI, Ibrahim M (2020) A generalization of reciprocal exponential model: clayton Copula, statistical properties and modeling skewed and symmetric real data sets. Pak J Stat Oper Res 16(2):373–386CrossRef
59.
go back to reference Goual H, Yousof HM (2020) Validation of Burr XII inverse Rayleigh model via a modified chi-squared goodness-of-fit test. J Appl Stat 47(3):393–423MathSciNetPubMedCrossRef Goual H, Yousof HM (2020) Validation of Burr XII inverse Rayleigh model via a modified chi-squared goodness-of-fit test. J Appl Stat 47(3):393–423MathSciNetPubMedCrossRef
60.
go back to reference Yadav AS, Shukl S, Goual H, Saha M, Yousof HM (2022) Validation of Xgamma exponential model via Nikulin-Rao-Robson goodness-of- fit-test under complete and censored sample with different methods of estimation. Stat, Optim Inf Comput 10(2):457–483MathSciNetCrossRef Yadav AS, Shukl S, Goual H, Saha M, Yousof HM (2022) Validation of Xgamma exponential model via Nikulin-Rao-Robson goodness-of- fit-test under complete and censored sample with different methods of estimation. Stat, Optim Inf Comput 10(2):457–483MathSciNetCrossRef
61.
go back to reference Aidi K, Butt NS, Ali MM, Ibrahim M, Yousof HM, Shehata WAM (2021) A modified Chi-square type test statistic for the double Burr X model with applications to right censored medical and reliability data. Pak J Stat Oper Res 17(3):615–623CrossRef Aidi K, Butt NS, Ali MM, Ibrahim M, Yousof HM, Shehata WAM (2021) A modified Chi-square type test statistic for the double Burr X model with applications to right censored medical and reliability data. Pak J Stat Oper Res 17(3):615–623CrossRef
62.
go back to reference Rasekhi M, Saber MM, Yousof HM (2020) Bayesian and classical inference of reliability in multicomponent stress-strength under the generalized logistic model. Commun Stat-Theory Methods 50(21):5114–5125MathSciNetCrossRef Rasekhi M, Saber MM, Yousof HM (2020) Bayesian and classical inference of reliability in multicomponent stress-strength under the generalized logistic model. Commun Stat-Theory Methods 50(21):5114–5125MathSciNetCrossRef
63.
go back to reference Ahmed B, Yousof HM (2022) A new group acceptance sampling plans based on percentiles for the weibull fréchet model. Stat Optim Inf Comput (forthcoming) Ahmed B, Yousof HM (2022) A new group acceptance sampling plans based on percentiles for the weibull fréchet model. Stat Optim Inf Comput (forthcoming)
64.
go back to reference Saber MM, Yousof HM (2022) Bayesian and classical inference for generalized stress-strength parameter under generalized logistic distribution, Stat, Optim Inf Comput, Forthcoming Saber MM, Yousof HM (2022) Bayesian and classical inference for generalized stress-strength parameter under generalized logistic distribution, Stat, Optim Inf Comput, Forthcoming
Metadata
Title
A Novel G Family for Single Acceptance Sampling Plan with Application in Quality and Risk Decisions
Authors
Basma Ahmed
M. Masoom Ali
Haitham M. Yousof
Publication date
20-10-2022
Publisher
Springer Berlin Heidelberg
Published in
Annals of Data Science / Issue 1/2024
Print ISSN: 2198-5804
Electronic ISSN: 2198-5812
DOI
https://doi.org/10.1007/s40745-022-00451-3

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