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mathemagician






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Russell
posted on: 9/5/2002 7:06:39 AM

A famous problem: Prove that "if 4=5 then Russell is the Pope of Rome"
Soroban




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This message was updated on 9/11/2002 1:19:19 PM by Soroban

Re: Russell
replied on: 9/5/2002 3:43:50 PM

Yes, it is a classic.

We have "5 = 4".
Subtract 3 from both sides: 2 = 1.

Russell and the Pope are are two people.

Since "2 = 1", they are one.

Acceptable, Your Holiness?

(I corrected the "Popare" blunder.)
montecristo0612




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Re: Russell
replied on: 9/11/2002 12:29:20 AM

Whoa!

BTW, What is Popare? If you would not mind?



Math rules!!!
symbolstring

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Re: Russell
replied on: 9/20/2002 1:52:19 PM

This is an excellent demonstration that "anything follows from a contradiction."
In classical logic: From ~p infer p->q.
davo




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Re: Russell
replied on: 6/8/2007 7:41:12 AM

let p:5=4
q:Russel is the pope of Rome
the statement can be changed to
p implies q
but the truth value of p is false and the truth value of q is either true or false and since false implies false or false implies true is always true
the statement is true.
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