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- Xref: sparky alt.fan.rush-limbaugh:8800 alt.rush-limbaugh:9973
- Newsgroups: alt.fan.rush-limbaugh,alt.rush-limbaugh
- Path: sparky!uunet!stanford.edu!EE.Stanford.EDU!playfair.Stanford.EDU!budd
- From: budd@playfair.Stanford.EDU (David Budd)
- Subject: Re: The quintessential dittohead!
- Message-ID: <1992Nov18.204902.7833@EE.Stanford.EDU>
- Sender: usenet@EE.Stanford.EDU (Usenet)
- Organization: Stanford University
- References: <1992Nov13.180732.1303@dbsun.uucp> <1992Nov16.143329.17661@ryn.mro4.dec.com> <1992Nov18.021524.9631@math.ucla.edu>
- Distribution: us
- Date: Wed, 18 Nov 92 20:49:02 GMT
- Lines: 43
-
- In article <1992Nov18.021524.9631@math.ucla.edu> pugh@pico.math.ucla.edu (David Pugh) writes:
- >In article <1992Nov16.143329.17661@ryn.mro4.dec.com> shapiro@cfsctc.enet.dec.com (Steve Shapiro) writes:
- >>
- >>In article <1992Nov13.180732.1303@dbsun.uucp>, hulsey@dbsun.uucp (hulsey)
- >>
- >
- >This means he is wrong 1.9 % of the time. Therefore it is possible that
- >when Rush says he is right 98.1% of the time that this is in fact one
- >of the 1.9% of occasions when he is wrong! In which case he could be
- >right any percentage of the time.
- >
- >THEREFORE (!!) it is quite possible that he is ALWAYS WRONG !!
- >
- >I tend to believe this conclusion 98.1% of the time.
- >
-
- Well, this certainly is an example of Twain's claim that
- one has "lies, damn lies, and statistics."
- A better use of mathematical alchemy (turning poor evidence into
- a supposedly gold conclusion.)
-
- While it certainly follows that there is a probability that
- given that rush is wrong on 1.9% of occasions, he is wrong
- all of the time.
-
- this is equivalent to looking at a set of events, akin to coin
- flipping with a p=.981 of coming up heads, but getting
- a sequence of only tails. As any mathematician can tell you, this
- set has measure 0.
- ergo, the probability that rush is wrong all of the time is 0.
- quod erat demonstrandum.
-
- You certainly take liberties with the mathematics. I suppose that
- you believed the proof, given in junior high algebra, that
- 1+1 doesn't equal 2. (believe me, there is a flawed proof of this.)
-
-
-
-
- --
- David Leung-tak
- "You can always tell a Harvard man. You just can't tell him very much."
- "A day without sun is night."
-