Once again, CMU is hosting the illustrious notorious SIGBOVIK conference.
Not to be outdone by the journal editors who banned confidence intervals, the SIGBOVIK 2015 proceedings (p.83) feature a proposal to ban future papers from reporting any conclusions whatsoever:
In other words, from this point forward, BASP papers will only be allowed to include results that “kind of look significant”, but haven’t been vetted by any statistical processes…
This is a bold stance, and I think we, as ACH members, would be remiss if we were to take a stance any less bold. Which is why I propose that SIGBOVIK – from this day forward – should ban conclusions…
Of course, even this provision may not be sufficient, since readers may draw their own conclusions from any suggestions, statements, or data presented by authors. Thus, I suggest a phased plan to remove any potential of readers being mislead…
I applaud the author’s courageous leadership. Readers of my own SIGBOVIK 2014 paper on BS inference (with Alex Reinhart) will immediately see the natural synergy between conclusion-free analyses and our own BS.
I don’t get it. What does the author think that a “statistically significant” difference can tell us? What exactly is being vetted?
Look: I’m not a big defender of p-values and hypothesis tests. I thought I’d already made it clear, but apparently not: Yotam as well as the commenters there keep arguing against p-values. When I say “I agree, let’s forget p-values, but CIs can be useful,” then the response is “No, you’re wrong, you don’t need p-values…” Um.
In all seriousness, I believe confidence intervals (and some other statistical inferential tools) are useful as (imperfect) summaries of how precisely our experiment measured the target quantity. Throw out p-values if you like, but banning all statistical inference is overkill. The editors of BASP did just that, which is why I enjoy this SIGBOVIK comment poking fun at them.
I read your post and was reminded of Deborah Mayo. I am more of a frequentist than not, and have been accused (on a Less Wrong clone site) of working the dark magic of Pearson-Neyman and even Fisher hypothesis testing.
I decided to visit the SIGBOVIK website. It is a parody of the ACM special interest groups, correct? This is the footer:
I lol’d! It is cute!
Yes, SIGBOVIK is very much a parody 🙂