Name | Type | Description | Possible Values | Default Value |
boxWidth | int | Percentage of plotting area covered by the box. | 10-100 | 40 |
columnNames | String array | The names of the columns (if more than one) to be analyzed. | One or more strings. | {""} |
confidenceLevel | double | Level of confidence for the prediction and confidence limits, as a percentage. | 0.0001-99.9999 | 95.0 |
drawVertical | boolean | Whether to draw the box in the vertical direction. | true,false | false |
flagOutsidePoints | boolean | Whether to add point symbols showing values unusually far from the box. | true,false | true |
meanSymbol | boolean | Whether to add a plus sign showing the sample mean. | true,false | true |
medianNotch | boolean | Whether to add a notch showing a confidence interval for the median. | true,false | false |
rotateClassLabels | boolean | Whether to make the class labels vertical. | true,false | false |
tablewiseExclusion | boolean | Whether all rows of the data table containing a missing value in any column should be excluded from the plot. | true,false | false |
xVariableName | String | The name of the column (if only one) with data values to be plotted on the horizontal axis. | Any string. | "" |
Name | Description | Arguments | Return Value |
int getNumberOutside() | Returns the number of outside points. | None. | Number of data values more than 1.5 times the interquartile range from the box. |
int getNumberOutside(int k) | Returns the number of outside points for sample k. | Sample number (0 origin). | Number of data values more than 1.5 times the interquartile range from the box. |
int getNumberFarOutside() | Returns the number of far outside points. | None. | Number of data values more than 3.0 times the interquartile range from the box. |
int getNumberFarOutside(int k) | Returns the number of far outside points for sample k. | Sample number (0 origin). | Number of data values more than 1.5 times the interquartile range from the box. |
boolean isOverlap(int i,int j) | Indicates whether or not the median notches overlap. | Sample number 1, sample number 2 (0 origin). | True if notches overlap. |