- Author
- Sankle R. (Vikram University, Ujjain, India), Singh J. R. (Vikram University, Ujjain, India), Mangal I. K. (Madhav Science College)
- Title
- Cumulative Sum Control Charts for Truncated Normal Distribution under Measurement Error
- Source
- Statistics in Transition, 2012, vol. 13, nr 1, s. 95-106, tab., bibliogr. 14 poz.
- Keyword
- Rozkłady normalne, Błędy pomiarowe, Statystyka
Normal distribution, Measuring errors, Statistics - Note
- summ.
- Abstract
- In the present paper Cumulative Sum Control Chart (CSCC) for the truncated normal distribution under measurement error (r) is discussed. The sensitivity of the parameters of the V-Mask and the Average Run Length (ARL) is studied through numerical evaluation for different values of R. (original abstract)
- Accessibility
- The Main Library of the Cracow University of Economics
The Library of Warsaw School of Economics
The Library of University of Economics in Katowice
The Main Library of Poznań University of Economics and Business
The Main Library of the Wroclaw University of Economics - Full text
- Show
- Bibliography
-
- A.B. YEH, D.K. LINAND and C. VENKATARAMANI. (2004).Unified CUSM Charts for Monitoring Process Mean and Variability, Quality Technology and Quantitative Management, Vol.1, No.1, pp.65-86.
- CHANG, M.N. (1990). Weak Convergence of a Self Consistent Estimator of the Survival Function with Doubly Censored Data, Annals of Statistics, 18: 391404.
- G.NENES and G. TAGARAS. (2010). Evaluation of CUSUM charts for Finite-Horizon Processes, Communication in Statistics-Simulation and Computation, Vol.39, Issue 3, pp.578-597.
- HUNTER, J.S. (1986). The Exponentially Weighted Moving Average ,Journal of Quality Technology, 18:203-210.
- J. H. RYU, H. WAN and S.KIM. (2010). Optimal Design of a CUSUM Chart for a Mean Shift Of Unknown Size, Journal of Quality Technology, Vol.42, No.3, pp.1-16.
- JOHNSON, N.L. and LEONE, F.C. (1962). Cumulative Sum Control Charts: Mathematical Principles Applied to their Construction and Use Part II, Industrial Quality Control XIV(2), pp.22-28.
- KEIDING, N. and GILL, R.D. (1987). Research Report No. 87/3, Statistical Research Unit, University Copenhagen, Denmark.
- M.A.A. COX. (2009). Control charts for monitoring observations from a truncated normal distribution, Journal of Risk Finance, Vol. 10 Iss: 3, pp.288 - 304.
- MOOD, A.M. & GRAYBILL, F.A. (1963). Introduction to the Theory of Statistics; Mc Graw Hill Book Co .Inc. second Edition.
- NELSON, W. (1990). Hazard Plotting of Left Truncated Life data, Journal of Quality Technology, 22:230-238.
- O,A.GRIGG and D.J. SPIEGELHALTER. (2008). An Empirical Approximation to the Null Unbounded Steady-State Distribution of the Cumulative Sum Statistic, Technometrics, 50(4):501-511.
- PATEL, M.N. and GAJJAR, A.V. (1994). Cumulative Sum Control Charts for Intervened Geometric Distribution, International Journal of Management and Systems,10(2):181-188.
- SCHEIDER, H. (1986). Truncated and Censored Samples from Normal Distribution, Marcel Dekker, New York.
- WOODROOFE, M. (1985). Estimating a Distribution Function with Truncated Data, Annals of Statistics, 13: 163-177.
- Cited by
- ISSN
- 1234-7655
- Language
- eng
