Maybe it's that, I think I've seen a presentation suggesting the trials would be underway by now. I thought I'd also read that they had sorted the genetic test they need to identify sub groups protesting.Agree with everything you say in your post, wanted to ask if you had heard these trials were already happening? I swear Sayoni Das said they would start after they had the locome results in a presentation i saw once.
Obviously, they are in a difficult situation as they're being funded by investors, who probably don't want to hear about the niceties of experiments and bumps along the road.
Chris Ponting was on BBC news today around 7.30 a.m. although the Science Media Centre preceded him. I didn't hear the full interview, unfortunately.
It will about this study, https://www.s4me.info/threads/repli...2024-beentjes-ponting-et-al.39964/post-618219Radio 4.
This webinar was really well done. Ran smooth, clear concise presentations with actual data on a variety of projects with good information provided. And what a great way for Action to ME to share how the money that funded a Phd was put to use. I wish all charities communicated projects they are involved with like this.Action for ME:
Recording available!
Late-comer to this thread though I am, and non-scientist to-boot, I have been trying to get to the bottom of this "combinatorial" approach.I understand how a basic GWAS works but not these other computational approaches and so I have no idea to what extent the results can be trusted.
As you say, the combinatorial principle is straightforward. The trick is finding a good way to search the "computational space". And that's where their proprietary, black box method comes in. Which means it's not possible to validate it.Late-comer to this thread though I am, and non-scientist to-boot, I have been trying to get to the bottom of this "combinatorial" approach.
My take on it is to:
a) enumerate all possible SNP combinations
b) for each of these SNPcombinations:
... count Ca=#cases with it, and Co=#controls with it
... form the usual 2x2 contingency table: Ca (#cases - Ca) / Co (#controls - Co)
... do Fisher/chi-square test on that 2x2 table, giving OddsRatios, pValues, stdErrors
c) choose those SNPcombinations whose results (OddsRatios, pValues, stdErrors) meet your significance criteria
Full enumeration of all SNPcombinations is doubtless too compute-intensive, so PL (and others in this space) will have resorted to some cunning speedups eg choosing onlt SNP genotypes and combinations occurring significantly more often in patients than in controls. And there will be the problem that # of SNPcombinations is so high that most are found only once or very few times in the sample, and thus cannot obtain statistical significance. However, SNPcombinations showing some similarity as a shared SNP genotype can be grouped into clusters that can be tested statistically.
Anyway, can this approach "be trusted"? Winding back in time through the PL papers' references I arrived at this: "The underlying analytical mining platform has been validated in multiple disease populations" which refers to this non-PL paper, which says "The main objective of the study was to find genetic variants that in combination are significantly associated with bipolar disorder." which does not sound like multiple-disease-populations.
My main unease with all this is that it tortures the data a lot, but has little biology.
And that's where their proprietary, black box method comes in
"The underlying analytical mining platform has been validated in multiple disease populations" which refers to this non-PL paper, which says "The main objective of the study was to find genetic variants that in combination are significantly associated with bipolar disorder." which does not sound like multiple-disease-populations.