Echinacea doesn't work

On this question, the results of the CID study were less clear cut. Not everyone in the CID study who was infected came down with a cold. In fact, actual cold symptoms developed in only 58 percent of those who received echinacea, compared with 82 percent of the placebo group. While this difference is suggestive, it can not be counted as statistically significant because of the small number of people in the study, Dr. Sperber explained.

To a layman like me this does seem quite a large difference, but what I am more interested in is; if the sample size is not big enough to support the above figures as being statistically significant, how does it support the main conclusion of the test, i.e. that echincea does not stop the cold from occuring?

BTW I am not a manufacturer of echinacea products! :)
 
Most studies are designed to test the null hypothesis. In this case the null hypothesis is that echinachea is not different from placebo. Thus you can falsify the null hypothesis but if you don't manage to do that , it does not mean that the null hypothesis is proved. In this case the difference between the two groups is not big enough to rule out statistical fluctuations.
 
Thanks to.by

But given that one would want to prove something by doing a test, wouldn't it make more sense to have a sample size that would provide a statistically significant answer one way or the other? Otherwise it seems a bit of a waste of time and effort.
 
This does seem to be a ridiculously small sample size. I haven't seen the article, but using the figures quoted and assuming equal numbers of infections occured in each group I come up with the following approximation:

Echinacea-- 24 volunteers, 22 infected. Symptoms in 13
Placebo -- 24 volunteers, 22 infected. Symptoms in 18

X2 test shows p = 0.099 (with Yates correction p= 0.187)

So not significant, but it makes me wonder what the primary hypothesis of the trial was and what differences it was powered to show.

Does anyone have a link to the actual article/abstract?
 
Deetee said:
This does seem to be a ridiculously small sample size. I haven't seen the article, but using the figures quoted and assuming equal numbers of infections occured in each group I come up with the following approximation:

Echinacea-- 24 volunteers, 22 infected. Symptoms in 13
Placebo -- 24 volunteers, 22 infected. Symptoms in 18

X2 test shows p = 0.099 (with Yates correction p= 0.187)

So not significant, but it makes me wonder what the primary hypothesis of the trial was and what differences it was powered to show.

Does anyone have a link to the actual article/abstract?
http://www.journals.uchicago.edu/CID/journal/contents/v38n10.html

Article 1367 - just off to read it myself.

(Edited to Add) Looks like only the abstract is available - you need a subscription to view the full text.
 
A poor study with too few participants to show any statistically significant effect. Pretty much a waste of time in my opinion. I mean, they knew before the trial even began that whatever the result it would not be significant, why did they even bother?
 
I'm sure there are 50 million pseudoscience studies spouting overwhelming benefits for the herb for every scientific study done showing actual "effectiveness". Thus, having some common sense mixed in here and there may get some people reading "both sides" if they bother to look.

From TT's links
CONCLUSIONS: Some studies have concluded that Echinacea effectively reduces the symptoms and duration of the common cold. We were unable to replicate such findings. Further studies using different preparations and dosages of E purpurea are necessary to validate previous claims.

Further studies are needed...always....that's what the conclusions always are....:p

CONCLUSIONS: Echinacea purpurea, as dosed in this study, was not effective in treating URI symptoms in patients 2 to 11 years old, and its use was associated with an increased risk of rash.

The above is my favorite one :D
 
Beancounter said:
Thanks to.by

But given that one would want to prove something by doing a test, wouldn't it make more sense to have a sample size that would provide a statistically significant answer one way or the other? Otherwise it seems a bit of a waste of time and effort.

I suspect there are two reasons. First, there's no way one can know beforehand how large a sample size will be necessary before running the study, since the size of the sample necessarily interacts with the size of the effects. In the study under discussion (according to the previous posts), 18/22 control group participants showed cold symptoms, while "only" 13/22 of the experimental group did. Had only 7 of the experimental group shown symptoms, the result would (probably, I haven't run the math) been significant.

The second reason for running an experiment with small groups is that results can still be useful, even if they don't hit "significance." A difference this large (and a probability of < 0.10) suggests that there is likely to be some effect when studied in more detail, and as such can be used as a club to beat money for a larger-scale study out of the appropriate funding agencies. On the other hand, if 18/22 of the experimental group (or worse, 22/22 of the experimental group) had displayed symptoms, then we'd have evidence that echinacea has no effect whatsoever, for much less than the cost of a full-fledged study involving hundreds of participants.
 
drkitten said:
First, there's no way one can know beforehand how large a sample size will be necessary before running the study, since the size of the sample necessarily interacts with the size of the effects.

Huh?

:confused:

This is just simply not true. There are statistics built into the study as it's being designed. You can determine before you even start the study exactly how many people must meet the study endpoint in order for a statistically significant effect is observed. Statisticians know exactly how many patients need to be in the study to show an effect before the study is ever started. Inadequate statistics can render the study meaningless.

In addition, problems begin to arise, among many other reasons, when the study is not properly insulated from bias (e.g., unblinded, unbalanced control groups, etc.), a "shakey" or clinically meaningless endpoint is used, or post-hoc analysis of a non-primary endpoint shows a positive result. These are what good scientists use to determine overall validity of a study.

drkitten said:
The second reason for running an experiment with small groups is that results can still be useful, even if they don't hit "significance."

The main reason, actually, why this is done is due to cost considerations - almost nothing else. People rarely (if ever) draw conclusions from small studies.

drkitten said:
A difference this large (and a probability of < 0.10) suggests that there is likely to be some effect when studied in more detail, and as such can be used as a club to beat money for a larger-scale study out of the appropriate funding agencies.

A p value of anything other than <0.05 is meaningless, even in a small study. Again, if you are doing a "proof of concept" using this study, then you run a larger confirmatory study that is sufficiently powered to detect a difference. In subjective studies where patient's report whether or not their symptoms are improved, and there is not a clear-cut time where they are either better or worse other than their subjective reporting, you need very large numbers to show a treatment effect.


drkitten said:
On the other hand, if 18/22 of the experimental group (or worse, 22/22 of the experimental group) had displayed symptoms, then we'd have evidence that echinacea has no effect whatsoever, for much less than the cost of a full-fledged study involving hundreds of participants.

The study was not powered to determine a "non-effect". And, as I mentioned above, the subjectivity of patient reporting necessitates much larger numbers of patients to show clinical relevance. In other words, this study is meaningless.

There is ample evidence from literally hundreds of other studies that show that ecchinacea has, at worst, no observable effect and, at best, minimal impact in the amelioration of cold symptoms, duration, etc. In my opinion, there is no need to waste additional money investigating and/or buying this herb. The results are not equivocal.

-TT
 
ThirdTwin said:




This is just simply not true. There are statistics built into the study as it's being designed. You can determine before you even start the study exactly how many people must meet the study endpoint in order for a statistically significant effect is observed.

Yes. You can know exactly how many people must meet the study endpoint. You cannot, however, know how many will meet the study endpoint.

If you could know that, it would be much easier to do science, since we'd not have to run all these pesky studies -- we could instead just figure out what results we would have gotten had we run them.
 
drkitten said:
Yes. You can know exactly how many people must meet the study endpoint. You cannot, however, know how many will meet the study endpoint.

If you could know that, it would be much easier to do science, since we'd not have to run all these pesky studies -- we could instead just figure out what results we would have gotten had we run them.

Must... sit... down. Getting... dizzy.
 

ISF - Join now!

Every member here is approved by hand. No bots, no spam, just people who care about evidence and honest debate.

Membership is free!

Create your free account

Back
Top Bottom