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Statistical Inference of Reliability Parameter for the Skew‐Normal Distribution under Progressive Type‐II Censored Samples

S. Babayi, M. Seidpisheh, G. Gholami, Journal of Mathematics 2022 (2022).

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Artikel | Veröffentlicht | Englisch
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Babayi, Salman; Seidpisheh, MohammadFH Bielefeld ; Gholami, Gholamhossein
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Zeitschriftentitel
Journal of Mathematics
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2022
Zeitschriftennummer
1
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Babayi, Salman ; Seidpisheh, Mohammad ; Gholami, Gholamhossein: Statistical Inference of Reliability Parameter for the Skew‐Normal Distribution under Progressive Type‐II Censored Samples. In: Journal of Mathematics Bd. 2022, Wiley (2022), Nr. 1
Babayi S, Seidpisheh M, Gholami G. Statistical Inference of Reliability Parameter for the Skew‐Normal Distribution under Progressive Type‐II Censored Samples. Journal of Mathematics. 2022;2022(1). doi:10.1155/2022/7173293
Babayi, S., Seidpisheh, M., & Gholami, G. (2022). Statistical Inference of Reliability Parameter for the Skew‐Normal Distribution under Progressive Type‐II Censored Samples. Journal of Mathematics, 2022(1). https://doi.org/10.1155/2022/7173293
@article{Babayi_Seidpisheh_Gholami_2022, title={Statistical Inference of Reliability Parameter for the Skew‐Normal Distribution under Progressive Type‐II Censored Samples}, volume={2022}, DOI={10.1155/2022/7173293}, number={1}, journal={Journal of Mathematics}, publisher={Wiley}, author={Babayi, Salman and Seidpisheh, Mohammad and Gholami, Gholamhossein}, year={2022} }
Babayi, Salman, Mohammad Seidpisheh, and Gholamhossein Gholami. “Statistical Inference of Reliability Parameter for the Skew‐Normal Distribution under Progressive Type‐II Censored Samples.” Journal of Mathematics 2022, no. 1 (2022). https://doi.org/10.1155/2022/7173293.
S. Babayi, M. Seidpisheh, and G. Gholami, “Statistical Inference of Reliability Parameter for the Skew‐Normal Distribution under Progressive Type‐II Censored Samples,” Journal of Mathematics, vol. 2022, no. 1, 2022.
Babayi, Salman, et al. “Statistical Inference of Reliability Parameter for the Skew‐Normal Distribution under Progressive Type‐II Censored Samples.” Journal of Mathematics, vol. 2022, no. 1, Wiley, 2022, doi:10.1155/2022/7173293.

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