FOM: RE: Re: Re: Godel, f.o.m.
steve at cs.clemson.edu
Fri Jan 28 13:39:59 EST 2000
Matt Insall writes:
> ..... But in fact, it seems to me that this very problem
> of finiteness in physical machines should provide an impetus for more study
> of what arithemtic theorems DO hold for finite sets of integers on a
Just as bad (no, actually worse). Here's a simple experiment. Take a
standard, commercially developed Fortran compiler with its trig
routines. You should find that sin^2(x)+cos^2(x) is greater than 1.0
about three percent of the time. Is this any *real* problem or do we
just widen 1.0 to 1.0+\delta?
Steve (really "D. E.") Stevenson Assoc Prof
Department of Computer Science, Clemson, (864)656-5880.mabell
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