Add to ORKGAbstract: This paper deals with the log-logistic distribution as a life time model. Control charts and the corresponding control limits are developed analogous to Shewhart-charts for the process mean and process range. The proposed control limits are compared with those of Shewhart in detecting out of control signals for various sample sizes.
In reliability theory or life testing, exponential distribution and Weibull distribution are frequen...
A class of Shewhart-type distribution-free control charts is considered. A key advantage of these ch...
Moments of the run length distribution are often used to design and study the performance of quality...
Control charts are the tools of statistical process control for detecting a change in a process. The...
A probability model of a quality characteristic is assumed to follow a log logistic distribution. Th...
In this article, an exponentiated half logistic distribution considered to develop an attribute cont...
A number of processes to which statistical control is applied are subject to various effects that ca...
In this article, an attribute control chart is proposed when the lifetime of a product follows a Wei...
Nonparametric or distribution-free charts can be useful in statistical process control problems when...
In dealing with positively-skewed distributed data, the direct logarithmic transformation may result...
The sequential probability ratio procedures of Statistical Inference are made use of in construction...
Nonparametric or distribution-free charts can be useful in statistical process control when there is...
Standard control charts with control limits determined by the mean and standard error of the mean ar...
The well known Linear Failure Rate Distribution (LFRD) is considered. A process variate following LF...
Although the Shewhart chart is widely used in practice because of its simplicity, applying this cont...
In reliability theory or life testing, exponential distribution and Weibull distribution are frequen...
A class of Shewhart-type distribution-free control charts is considered. A key advantage of these ch...
Moments of the run length distribution are often used to design and study the performance of quality...
Control charts are the tools of statistical process control for detecting a change in a process. The...
A probability model of a quality characteristic is assumed to follow a log logistic distribution. Th...
In this article, an exponentiated half logistic distribution considered to develop an attribute cont...
A number of processes to which statistical control is applied are subject to various effects that ca...
In this article, an attribute control chart is proposed when the lifetime of a product follows a Wei...
Nonparametric or distribution-free charts can be useful in statistical process control problems when...
In dealing with positively-skewed distributed data, the direct logarithmic transformation may result...
The sequential probability ratio procedures of Statistical Inference are made use of in construction...
Nonparametric or distribution-free charts can be useful in statistical process control when there is...
Standard control charts with control limits determined by the mean and standard error of the mean ar...
The well known Linear Failure Rate Distribution (LFRD) is considered. A process variate following LF...
Although the Shewhart chart is widely used in practice because of its simplicity, applying this cont...
In reliability theory or life testing, exponential distribution and Weibull distribution are frequen...
A class of Shewhart-type distribution-free control charts is considered. A key advantage of these ch...
Moments of the run length distribution are often used to design and study the performance of quality...