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Wed Jun 2 17:18:44 EDT 2004 · https://mail.python.org/pipermail/python-dev/2004-June/045170.html

Jeff Epler writes:
> Can't you do it like so:
>     def cmp_long_vs_float(l, f):
>         try:
>             lf = float(l)
>         except OverflowError:
>             if special_float_value(f): # NaN, Inf
>                 return cmp(0.0, f)
>             return cmp(l, 0L)
>         else:
>             return cmp(lf, f)

I don't think so. There are three "problems" with comparing
floats to longs. The float might have a fraction part (not be an
integer), in which case we really need pay attention to it (perhaps
by comparing floats). The long might be larger than the largest
float, in which case we really need to pay attention to THAT
(perhaps by comparing longs). Your code handles these. But there's
another situation too... the long could be less than MAX_FLOAT,
but still not be precisely representably as a float. In a case
like this, we really need to convert both to longs and compare
(or something equivalent) and your code fails to do this.

What Andrew Koenig was suggesting (and I hope I'm understanding
it properly, since I'd never realized this fact before I read
his post) is that for any (sane) implementation of float, there
is a crossover value. Below that value, the precision is larger
than the exponent and there might be a fractional part. Above
that value, the precision is smaller than the exponent, and so
floats above that value must all be integers... and some integers
above that value will not be representable as floats. Andrew's
suggestion is to (losslessly) convert both to floats and compare
if the float is below that value, and (losslessly) convert both
to longs and compare if the float is above that value.

The only bit that seems tricky to me is determining the crossover
value in pure C. How do we do that?

-- Michael Chermside

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[Python-Dev] Comparing heterogeneous types