Hi @Thommy7571,
First point : If you have JMP, I would strongly recommend to use it instead of relying on Large Language Models to create your DoE, as LLMs are not able (by design) to reason, plan and calculate. Generally speaking, don't use a LLM when you expect a fact, calculation or analysis. Depending on the training set, it might provide acceptable answers, but it's not always the case (and it may not be reproducible).
On the datatable itself, there are also several aspects to check, like :
- Presence of 3 levels for each continuous factors (-1, 0, 1),
- The runs in the design come in foldover pairs with one run at least in the centre of the experimental space.
If you have a dataset and would like to check how it is organized, I would recommend using the platform Evaluate Designs (jmp.com). There are several aspects you might notice when using a Definitive Screening Design and evaluate it :
- Looking at the Power Analysis for Main Effects, you should have the same (or very similar) power values for same factors types (here X1 to X5 are continuous, X6 is categorical with 2 levels) :
- Color map on Correlations : You should have no correlations between main effects, and between main effects and 2-factors interactions, so you end up with this kind of pattern :
Here, I have a very small correlation in the main effects area due to the presence of the categorical factor X6, but if you have only continuous factors, you won't have this small border. Looking at the Alias matrix also can help checking if there are no complete confounding (which could be present in classical factorial designs).
- Looking at a scatterplot matrix can also help see the particular structure of the DSD and absence of correlation between factors:
See more here : Introducing Definitive Screening Designs - JMP User Community
Finally, if you have JMP and still want to check the design generated by ChatGPT 4, you can generate a DSD with JMP with the same setting and number of factors, and use the platform Compare Designs (jmp.com) to check for any irregularities or strong differences.
Hope this answer may help you,
Victor GUILLER
"It is not unusual for a well-designed experiment to analyze itself" (Box, Hunter and Hunter)