Hi

I think if you look for the history of this problem you will find reports of 
many people with PhDs, including mathematicians, publicly criticizing reports 
of the correct solution.  So the authors may not be depending on data of their 
own on mathematicians for their admittedly loaded title.  There are reports 
that a famous Hungarian mathematician, Paul Erdos, was even caught by the 
problem, although there appears to be some question whether he actually tried 
to "prove" his (wrong) intuition.

The best "intuitive" argument for the switch strategy (which doubles your 
chances of winning in the 3 door problem) is to imagine there are 100 doors and 
after your choice the host opens 98 of the remaining doors (i.e., all but one 
in addition to your choice).  Do you switch or stay with your original choice 
(which only had 1 in 100 chance of being correct and 99/100 chances of being 
incorrect)?  Clearer here that you should switch, but logic is same for the 3 
door problem.

Take care
Jim

James M. Clark
Professor of Psychology
204-786-9757
204-774-4134 Fax
[email protected]

>>> "Shearon, Tim" <[email protected]> 18-Mar-10 2:00:49 PM >>>

Rick said: "After searching the entire article for the word, 'mathematician', I 
found that it appears only in the title, intro, discussion and references. [ ] 
I am glad I showed some uncharacteristic restraint and didn't send this to my 
mathematics colleague before reading it."

Rick- 
I was thinking the same thing about the article. It appears, on scanning it, 
that they may have used a bit of spin- "mathematicians" sounds better than 
"undergraduate mathematics majors". :)
Tim

_________________________________________________________________
Timothy O. Shearon, PhD
Professor and Chairperson of Psychology
The College of Idaho
2112 Cleveland Blvd
Caldwell, ID 83605

teaching: Bio and neuropsychology, history and systems, general, 
psychopharmacology 
[email protected] 



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