CASP for Truncated Exponentiated Weibull Distribution Based on CUSUM Schemes and its Optimization

M. C. Chandra Prasad¹ , P. Mohammed Akhtar² , B. Sainath³

Section:Research Paper, Product Type: Isroset-Journal
Vol.6 , Issue.1 , pp.317-322, Feb-2019

CrossRef-DOI:   https://doi.org/10.26438/ijsrmss/v6i1.317322

Online published on Feb 28, 2019

Copyright © M. C. Chandra Prasad, P. Mohammed Akhtar, B. Sainath . This is an open access article distributed under the Creative Commons Attribution License, which permits unrestricted use, distribution, and reproduction in any medium, provided the original work is properly cited.
 

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Abstract :
Acceptance Sampling plan is a procedure employed mainly either to accept or reject the lots for finished goods. It is one of the Statistical tool helps in the improvement of the quality of the product but not to control. There are several techniques developed in order to improve and control the quality of a product under the assumption that variable with regard to the quality characteristic is distributed according to certain probability law. In the present paper, we assume that variable under study follows the Truncated Exponentiated Weibull Distribution and its Optimization of CASP-CUSUM Schemes. Critical comparison made based on the obtained numerical results.

Key-Words / Index Term :
CASP–CUSUM Schemes, O C Curve, Optimal Truncated Point, Truncated Exponentiated Weibull Distribution

References :
[1]. Akhtar, P. Md. and Sarma. K.L.A.P.(2004). “Opimization of CASP-CUSUM Schemes based on Truncated Gamma Distribution”. Bulletin of Pure and applied sciences, Vol-23E (No.2):215-223.
[2] Narayana Muthy, B. R, Akhtar, P. Md and Venkataramudu, B.(2012) “Optimization of CASP- CUSUM Schemes based on Truncated Log-Logistic Distribution”. Bulletin of Pure and Applied Sciences, Vol-31E (Math&Stat.): Issue (No.2) pp243-255.
[3] B.Sainath, P.Mohammed Akhtar, G.Venkatesulu, and Narayana Muthy, B. R, (2016) “CASP CUSUM Schemes based on Truncated Burr Distribution using Lobatto Integration Method”. IOSR Journal of Mathematics (IOSR-JM), Vol-12, Issue 2, pp54-63.
[4]. Venkatesulu.G, Akhtar.P.Md, Sainath.B, Narayana Murthy B.R.(2017), “Truncated Gompertz Distribution and its Optimization of CASP-CUSUM Schemes” Journal of Research in applied Mathematics, Vol-3, Issue7, pp:19-28.
[5]. Mudholkar, G.S., Srivastava, D.K., (1993), “Exponentiated Weibull for analyzing Bath tub Failure rate data”, IEEE Transactions and Reliability,Vol.42 (2), pp.15-18.
[6]. Beattie, B.W.(1962). “A Continuous Acceptance Sampling procedure based upon a cumulative Sums Chart for a number of defective”. Applied Statistics, Vol. 11 (No.2): pp: 137-147.
[7]. Kakoty, S and Chakravaborthy, A.B., (1990), “A Continuous Acceptance Sampling Plan for Truncated Normal distribution based on Cumulative Sums”, Journal of National Institution for Quality and Reliability, Vol.2 (No.1): 15-18.