Another view from more than three quarters of a century ago,here:
F.P. Ramsey (1926) "Truth and Probability", in Ramsey, 1931, The Foundations
of
Mathematics and other Logical Essays, Ch. VII, p.156-198, edited by R.B.
Braithwaite,
London: Kegan, Paul, Trench, Trubner & Co., New York: Harcourt, Brace and
Company.
at the end of which may be added "1999 electronic edition”.

All this is just an idea; what sense is there really in it? We can, I think,
say this: --
A theory is a set of propositions which contains p and q whenever it
contains p and q, and if it
contains any p contains all its logical consequences. The interest of such
sets comes from the
possibility of our adopting one of them as all we believe.

and

A probability-theory is a set of numbers associated with pairs of
propositions obeying the calculus
of probabilities. The interest of such a set comes from the possibility of
acting on it consistently.
Of course, the mathematician is only concerned with the form of probability;
it is quite true that he
only deals in certainties.

I looked at this paper for hints of what Ramsey said to get Wittgenstein to
reconsider his position in the *Tractatus*.
I consider the above in the context of an academic response to so called
intellectual giants as a prime example of Brit humour.
Here is the quote that begins the paper:
To say of what is that it is not, or of what is not that it is, is false,
while to say of what is that
it is and of what is not that it is not is true.
-- Aristotle.
Gareth

On Fri, Apr 2, 2010 at 8:07 PM, Matt Kundert
<[email protected]>wrote:

>
> This is less than a minute.
>
> http://www.youtube.com/watch?v=X6qkpPfqJNk
>
> About 40 seconds in, Mr. Rorty
> says,
>
> "we make our practical decisions based on experience..."
>
> This blew my mind, because for the longest time I had been
> hearing that Rorty rejected outright Quality and radical
> empiricism.
>
> Matt
>
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