Choice in wine indicates personality?

originally posted by Brad Kane:
originally posted by Jonathan Loesberg:

My point about Brad's original connection is still the same: it's silly.

Wait, you can't make generalizations on six billion people by studying forty-five of them? Say it ain't so!

Sure you can.

The issue has to do with implying causation from a correlational study. With random assignment and the right experimental conditions, you can broadly generalize from a sample of 45.
 
originally posted by VLM:
originally posted by Brad Kane:
originally posted by Jonathan Loesberg:

My point about Brad's original connection is still the same: it's silly.

Wait, you can't make generalizations on six billion people by studying forty-five of them? Say it ain't so!

Sure you can.

The issue has to do with implying causation from a correlational study. With random assignment and the right experimental conditions, you can broadly generalize from a sample of 45.

From 45 people to 6 billion people reliably? Can 45 people really encompass all the relevant variables?
 
originally posted by Jonathan Loesberg:
From 45 people to 6 billion people reliably? Can 45 people really encompass all the relevant variables?
The usual way to say it is: What is the margin of error and confidence level offered by a sample size of 45 drawn randomly and independently from a population of 6,000,000,000 ?

Per these lovely little calculators, the answer is: the 45-person sample represents the population with confidence level +/- 15%.

If you want to get that confidence down to something about which you can feel pretty confident, like say 5%, then you need 384 people.

Ain't statistics grand?
 
originally posted by Jeff Grossman:
originally posted by Jonathan Loesberg:
From 45 people to 6 billion people reliably? Can 45 people really encompass all the relevant variables?
The usual way to say it is: What is the margin of error and confidence level offered by a sample size of 45 drawn randomly and independently from a population of 6,000,000,000 ?

Per these lovely little calculators, the answer is: the 45-person sample represents the population with confidence level +/- 15%.

If you want to get that confidence down to something about which you can feel pretty confident, like say 5%, then you need 384 people.

Ain't statistics grand?

Again, with how many variables? This makes sense if the claim to be tested is say that people who eat scrambled eggs three times a week are more likely to vote Republican. But if the claim is a correlation between wine preference and personality type where one assumes that there are more than say six personality types and probably more than 45 permutations of wine preferences depending on how specific one was going to be, would you still get the same representative numbers? I'm asking from ignorance, and I'm not skeptical of the ability to make reasonably sound statistical predictions, but it would seem to depend on what one meant to predict.
 
The way I said it is for measuring one attribute. If there are many, that will take more samples, of course.

I am going to leave the rest of the statistics to Senor Monkey, as IANAS.

My epistemologic problem with this sort of thing is that there is no simple small-ish set of things like "wine preferences" and "personality types". (Sure, I can make them up but obtaining would be nice.)
 
Can the data in this study be transposed into Meyers-Briggs input? Then you could incorporate wine tasting sessions into management retreats and strategic planning sessions. Talk about an executive wine seminar!
 
I strongly suspect, but will never test, that we could do a fair bisection of wine preference and (U.S.) political affiliation with easily predictable results. And yes, I know outliers.
 
originally posted by Thor:
I strongly suspect, but will never test, that we could do a fair bisection of wine preference and (U.S.) political affiliation with easily predictable results. And yes, I know outliers.

And what type of wine do you think would be preferred by the bi section?
 
The bi section would be whatever Willow Rosenberg likes. (I enjoy tying threads together, though were I Levi it would be about diodes or something.)
 
originally posted by Thor:
I strongly suspect, but will never test, that we could do a fair bisection of wine preference and (U.S.) political affiliation with easily predictable results. And yes, I know outliers.

Then there would have to be Fox Wine. Oh, wait, there already is Fox Wine.
 
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