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"Model Selection/Acitivty Call: Select the winning model, define
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"Model Selection/Activity Call: Select the winning model, define
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the response cutoff based on methods in the \'mc5_aeid\' table, and
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determine activity",
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"Flag: Flag potential false positive and false negative fits",
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```
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In addition, there may be situations where traditional modeling under <fontface="CMTT10">tcplFit2</font> is not totally appropriate. For example, data which have limited efficacy, do not have continuous response values, or have a limited number of experimental concentrations tested may be candidates for "loec", or the lowest observed effective concentration, potency and hitcalling determinations. A "loec" in <fontface="CMTT10">tcpl</font> is defined as the lowest experimental dose where all responses surpass the cutoff.
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There are two methods for including a "loec" within the output of level 5 processing and stored within the `mc5_param` table. The "include" method stores the "loec" alongside regular <fontface="CMTT10">tcplFit2</font> winning model fitting, whereas the "ow" (overwrite) method does the same while also overwriting key values, i.e. $model\_type$, $fitc$ (fit category), $modl$ (winning model), and $hitc$ (1 or 0 based on whether a "loec" occurs). See [Plotting](#additional-examples) for how "loec"-fit data are plot.
"Identify the lowest observed effective concentration (loec) where the values of all responses are outside the cutoff band (i.e. abs(resp) > cutoff). loec is stored alongside winning model and potency estimates. Assume <br/>- modl = 'loec'<br/>- fitc = 100<br/>- model_type = 1<br/>- hit call = 1 if loec exists, 0 if not.",
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"Identify the lowest observed effective concentration (loec) where the values of all responses are outside the cutoff band (i.e. abs(resp) > cutoff). loec is stored alongside winning model and potency estimates."
caption="Table 12: Level 5 methods for including loec values and overwriting others."
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```
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The example we include in this vignette for demonstrating the assignment of level 5 methods specifies three different efficacy cutoff estimates for consideration. These efficacy cutoff estimates include $3*\mathit{bmad}$, $log_2(1.2)$, and $5*\mathit{bmad}$, which correspond to $\mathit{mthd\_id}$ assignments 1, 3, and 5 respectively, and the largest of these three values will be selected as the cutoff for the endpoint. With the methods assigned, the data are ready for MC5 processing.
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```{r eval=FALSE}
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<fontface="CMTT10">tcplPlot</font> now supports the plotting of vertical "LOEC" lines, automatically detecting when multi-concentration data is hit-called using the new level 5 processing method "loec.coff". Comparison LOEC plotting with other LOEC samples or crossed with traditional hit-called data with winning models is also supported.
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<fontface="CMTT10">tcplPlot</font> now supports automatically adding the "loec" to the plot, i.e., a vertical line, when detecting multi-concentration data with hit-calling using the new level 5 processing method "ow_loec.coff". Comparison plotting with "loec" across samples or with traditional hit-calling results using the winning models is also supported.
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Note - for data processed with the level 5 method "include_loec.coff", <fontface="CMTT10">tcplPlot</font> will not automatically generate this kind of plot. A current workaround is to pre-load the plotting data using `tcplPlotLoadData` and update the $\mathit{model\_type}$ column to `1` for any or all sample(s). Future <fontface="CMTT10">tcpl</font> versions may include additive "loec" lines as an option.
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