max(), sum(), next()
tjreedy at udel.edu
Thu Sep 11 00:36:46 CEST 2008
> Are there situations where the sum of an empty
> list should NOT be 0? Of course there are.
Python Philosopy (my version, for this discussion):
Make normal things easy; make unusual or difficult things possible.
Sum() == 0 is normal (90+% of cases). Make that easy (as it is).
For anything else:
if seq: s = sum(s, base)
else: <whatever, including like raise your desired exception>
which is certainly pretty easy.
> Can sum() handle those cases?
The developers choose what they thought would be most useful across the
spectrum of programmers and programs after some non-zero amount of
debate and discussion.
> No, it can't, I have to write
> my own definition if I want that behaviour.
Or wrap your calls. In any case, before sum was added as a convenience
for summing numbers, *everyone* has to write their own or use reduce.
Sum(s) replaces reduce(lambda x,y: x+y, s, 0), which was thought to be
the most common use of reduce. Sum(s,start) replaces the much less
common reduce(lambda x,y: x+y, s, start).
Reduce(S, s), where S = sum function, raises an exception on empty s.
So use that and you are no worse off than before.
However, a problem with reduce(S,s) is that it is *almost* the same as
reduce(S,s,0). So people are sometimes tempted to omit 0, especially if
they are not sure if the call might be reduce(S,0,s) (as one argument
says it should be -- but that is another post). But if they do, the
program fails, even if it should not, if and when s happens to be empty.
> There's no reason
> why sum() and sum(,0) have to mean the same thing at the
> exclusion of a perfectly valid alternative definition.
'Have to', no reason. 'Should', yes there are at least three reasons.
1. Python functions generally return an answer rather than raise an
exception where there is a perfectly valid answer to return.
2. As a general principle, something that is almost always true should
not need to be stated over and over again. This is why, for instance,
we have default args.
3. As I remember, part of the reason for adding sum was to eliminate the
need (with reduce) to explicitly say 'start my sum at 0' in order to
avoid buggy code. In other words, I believe part of the reason for
sum's existence is to avoid the very bug-inviting behavior you want.
Terry Jan Reedy
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