1/ Israel data: NEJM article
Booster group vs. 2-dose group.
BIG questions on results & methods.
“We considered 12 days as the interval between the administration of a booster dose and its likely effect on the observed number of confirmed infections” nejm.org/doi/full/10.10…
2/ No. You can’t skip 12 days after booster, especially when there is evidence that the risk of infection is increased during the first 1-2 weeks post dose 1.
Reasons for increased early risk: immune suppression, infection at V sites.
4/ Actually, they excluded more than half of the infections!
13K infected (Fig 1), only 5,373 analyzed (Table 2).
5/ Moreover,
You can’t get to post 12-days benefit w/o passing through the effect during 1-12 days (possibly harmful).
(Just as you can’t get to 2nd dose w/o passing through 1st dose.)
6/ They report effects from regression models.
But crude (simple, unadjusted) estimates are similar.
Actually, we observe something called “negative confounding”. Adjusted > Unadjusted. Possible, but unusual.
7/ Next, effect on severe cases.
Figure refers to winter wave? (typo?)
About 25% became severe within 1-2 days of PCR+. Strange.
Likely, first PCR+ after admission (for another reason?)
That anomaly observed before. Source of detection bias?
8/ Estimated effects by days since booster.
Do you see a downward trend that was visually saved by day 25 (with a huge CI)?
Is this a true pattern?
Should we not gather more data to see if the downward trend continues and where it ends?
Average over 12-25 days is not good enough
9/
Graphs in supplement also show uncertainty.
Need more data points to conclude.
10/ To sum up:
Considering these questions, does FDA have enough unequivocal evidence to certify 3rd dose?
In the pre-COVID era: No
But this is Newscience.
2/6 A case-report is part of medical research.
Its weaknesses: very small sample (n=1), no estimated effect.
Nonetheless, it is research.
How come?
It is an observational study and there is “sort of” control.
3/6 The observer sees something “unusual”, “surprising”.
Q: what is “surprising”?
A: contrast with expectation
Q: where does “expectation” come from?
A: from past experience.
That past experience is the “control”
1/ They are at least incompetent.
The analysis in the post is valid. What CDC is doing here corresponds to the proportional mortality ratio (PMR) in epidemiology. (You can read about it in the textbook "Modern Epidemiology").
>>
"An implicit assumption of a proportional mortality study is that the overall death rate for categories other than the ones under study is not related to the exposure".
>>
3/ Translation, for AE= death:
An implicit assumption of the CDC computation is that the overall AE rate for categories other than death is not related to COVID vax. Which means that the effect of COVID vax on all other AE is not different from the effect of other vaccines
>>
What are the characteristics of unvaccinated elderly?
Are there shared causes of V status and health outcomes?
Are those unvaccinated elderly (~10%) exchangeable with their vaccinated counterparts (90%) on key health-related variables?
3/ For example, is the proportion of frail elderly similar in those populations?
All these questions convey a single concept in epidemiology: Confounding bias.
Example: if frail elderly make up 20% of unvaccinated but only 10% of vaccinated, true VE is lower.
4. And it is not just waning, if true. (Ab levels decline after natural infection, too, but protection is not lost. Memory cells play a role in re-infection.)
5. VE for severe disease is currently 70-80% at most (and still possibly biased).
3/ 6. Vaccine has side effects, including deaths. They never report effects on all-cause deaths/hospitalizations. Why?
7. Now 3rd dose vaccination with little to no empirical basis and numerous reasons for concern. Vaccination during a rising wave is a dangerous experiment.
2/ Trying to split a total of 243 (eTable 1) into mutually exclusive categories of vaccinated and reconcile with a flow chart (Figure 2, with additions).
No clear understanding how the numbers are split.
3/ However, it is clear to me that the data are hiding excess risk between dose 1 and one week after dose 2.
Likely >2-fold, (1.3-fold under the most conservative counting).