Phase I Shewhart p, np and runs of conforming charts are investigated. The performance of these charts are assessed using the probability of a false alarm. As with other Phase I Shewhart charts, the probability of a false alarm increases as the number, m, of samples increases for a fixed sample size, n. For a fixed value of m, the probability of at least one signal decreases as the sample size n increases. The probability of a signal for a runs of conforming chart depends on the number of samples m. Like the p and np charts, as m increases the probability of a false alarm increases. Unlike the p and np charts, the false alarm rate for a runs of conforming chart does not depend on the in-control value of p
We evaluate the in‐control performance of the np‐control chart with estimated parameter conditional ...
The number of nonconforming items in a sample is monitored using the fraction defective known as the...
Supplementary runs rules have often been suggested for use with Shewhart control charts. For a given...
Control charts for variation play a key role in the overall statistical process control (SPC) regime...
When in-control parameters are unknown, they have to be estimated using a reference sample. Due to t...
When in-control parameters are unknown, they have to be estimated using a reference sample. Due to t...
Phase I control charts are used as aids in bringing a process into and defining the meaning of a pro...
This report examines the effectiveness of the Bernoulli Cusum chart to detect the shift in the proce...
The probability of a false alarm rate (type I risk) in Shewhart control charts based on a normal dis...
When designing control charts the in‐control parameters are unknown, so the control limits have to b...
Several recent studies have shown that the number of Phase I samples required for a Phase II control...
Shewhart control charts are among the most popular control charts used to monitor process dispersion...
Nonparametric or distribution-free charts can be useful in statistical process control problems when...
DoctorAs a fundamental key of process improvement, control chart for statistical process control can...
A number of processes to which statistical control is applied are subject to various effects that ca...
We evaluate the in‐control performance of the np‐control chart with estimated parameter conditional ...
The number of nonconforming items in a sample is monitored using the fraction defective known as the...
Supplementary runs rules have often been suggested for use with Shewhart control charts. For a given...
Control charts for variation play a key role in the overall statistical process control (SPC) regime...
When in-control parameters are unknown, they have to be estimated using a reference sample. Due to t...
When in-control parameters are unknown, they have to be estimated using a reference sample. Due to t...
Phase I control charts are used as aids in bringing a process into and defining the meaning of a pro...
This report examines the effectiveness of the Bernoulli Cusum chart to detect the shift in the proce...
The probability of a false alarm rate (type I risk) in Shewhart control charts based on a normal dis...
When designing control charts the in‐control parameters are unknown, so the control limits have to b...
Several recent studies have shown that the number of Phase I samples required for a Phase II control...
Shewhart control charts are among the most popular control charts used to monitor process dispersion...
Nonparametric or distribution-free charts can be useful in statistical process control problems when...
DoctorAs a fundamental key of process improvement, control chart for statistical process control can...
A number of processes to which statistical control is applied are subject to various effects that ca...
We evaluate the in‐control performance of the np‐control chart with estimated parameter conditional ...
The number of nonconforming items in a sample is monitored using the fraction defective known as the...
Supplementary runs rules have often been suggested for use with Shewhart control charts. For a given...