by JLS for the GC
Jones in "Identity and predication", this blog:
"[W]e must suppose that equality is to be some new primitive notion, not a predicate.Is there anything in Grice to corroborate this inference, or any discussion of whether Pegasus=Pegasus?"
I wonder. In a way, it relates to Aristotle. As Jones is well aware, Grice had problems with Aristotle on izzing and hazzing. I forget about Code's reformulation, but I think in Grice's "Aristotle on the multiplicity of being", Grice has
"I" as
a dyadic predicate indeed, for "Is", "Izz", or "Izzes"
I(x, x)
x izz x.
So, Grice must have thought about those things!
I'm less sure I understood Grice's convoluted way to introduce = in the first place in "Vacuous Names". He seems to be wanting to do that via a second-order version of the system, first. Let me see if I find the page. It seems to be p. 133.
He writes:
"In a CLASSICAL second-order
predicate calculus"
--- at this point one wonders if Stuart Brown is not right that Kripke was Grice's main influence!
Grice goes on:
"one would expect to find that the
formula
(F)Fa ) Fb
-- or the formula
(F(Fa iff Fb)
is a definitional substituend
for, or at least is equivalent
to, the formula
a = b."
----------
Nothing is said about = being a reflexive predicate at that point. Only that two items are identical, if, by Leibniz's law, they are indiscernable.
I can't see who suggested JUST the horseshoe. It seems 'iff' IS necessary.
This may relate to Jones's commentary above. Or not!
Monday, July 12, 2010
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