1989
DOI: 10.2307/2349058
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On Some Non-Manufacturing Applications of Counted Data Cumulative Sum (CUSUM) Control Chart Schemes

Abstract: In this paper, a cumulative sum control chart scheme is designed for the detection of the outbreak of an epidemic to demonstrate the use of CUSUM chart in the non-manufacturing sector. The designed schemes are then applied on data on diabetic disease to illustrate the detection of outbreak of epidemic and also a retrospective analysis is carried out and the local means are computed.

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Cited by 9 publications
(9 citation statements)
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“…In recent years, it has been successfully used in other areas. In Osanaiye and Talabi (1989), the algorithm is used to detect possible outbreaks of epidemics. Grigg, Farewell, and Spiegelhalter (2003) analyzed the 30-day mortality for patients after cardiac surgery.…”
Section: Past Usages Of the Cusum Algorithmmentioning
confidence: 99%
“…In recent years, it has been successfully used in other areas. In Osanaiye and Talabi (1989), the algorithm is used to detect possible outbreaks of epidemics. Grigg, Farewell, and Spiegelhalter (2003) analyzed the 30-day mortality for patients after cardiac surgery.…”
Section: Past Usages Of the Cusum Algorithmmentioning
confidence: 99%
“…Lucas [4] gave a detailed procedure for designing a counted data Cusum chart based on a poisson counts and implemented it on the occurrence of industrial accidents. Osanaiye and Talabi [7] considered a versatile dimension on the application of Cusum chart in a non-manufacturing sector and implemented it on the cases of diabetes patients. Adekeye [8] applied the concept of cusum control chart to monitor the crime rate in Nigeria.…”
Section: The Cumulative Sum (Cusum) Control Chartmentioning
confidence: 99%
“…This chart, first proposed by Page, 1 takes into consideration all the previous samples information jointly with that of the current one. Several authors have studied its performance including, for example, Crosier, 2 Goldsmith and Whitfield, 3 Kemp, 4 Brook and Evans, 5 Woodall,6,7 Waldmann, 8 Osanaiye and Talabi, 9 Mahmoud et al, 10 Luceno and Puig-pey, 11 Tan and Pooi, 12 Dunbar 13 and Wu et al 14 The ordinary two-sided CUSUM (O-CUSUM) chart proposed by Page 1 uses two chart statistics to monitor positive and negative shifts. Crosier 2 introduced a simpler two-sided CUSUM chart that depends only on one statistic for detecting both types simultaneously.…”
Section: Introductionmentioning
confidence: 99%