I suggested this here in the past and a got a cold reception. Length of the rocket is a better measure of how large the rocket is than diameter/caliber, and therefore a better definition of what a significant margin is. With most stubby rockets, there is simply no need to explain a problem because there isn't one. If the needed margin does become a smaller fraction of the length of a rocket, that's interesting, if it becomes smaller because your unit is a wrong variable, that's just a mistake.
In the case of saucers, etc. where it appears the margin would be negative, I still think it's a factor of the forward shape or edges, not the base in some kind of vacuum, for one thing the motor pressure kind of messes that up. My experience was a finless rocket that had a sizable base but no blunt forward shapes, and as far as I could tell there was no increase in stability in that case, using wind testing and flight. I didn't try pushing it to failure, maybe retry on the away cell.
The "hack" seems a little strange way to adjust for some kind of math error, but my main problem with it is the reasoning in the paper, which mixes a common error regarding stubby rockets with actual big questions.