18.04.18 22:34, Tim Peters пише:
Counter supports a wonderfully weird mix of methods driven by use
cases, not by ideology.
+ (binary)
- (binary)
|
&
have semantics driven by viewing a Counter as a multiset
implementation. That's why they discard values <= 0. They
correspond, respectively, to "the standard" multiset operations of sum
(disjoint union), difference, union, and intersection.
This explains only why binary "-" discards non-positive values and "&"
discards keys that are only in one Counter. Multisets contain only
positive counts.
Nothing else in Counter is trying to cater to the multiset view, but
to other use cases. And that's why "*" and "/" should do what
everyone _expects_ them to do ;-) There are no analogous multiset
operations to justify them caring at all what the values are.
Isn't everyone expect that x*2 == x + x? Isn't this the definition of
multiplication? And when we have a multiplication, it can be generalized
to division.
But there there's no good reason for "*" or "/" to care at all. They
don't make sense for multisets.
I disagree. "+" and "*" are defined for sequences, and these operations
can be defined for multisets in terms of sequences of their elements.
x + y = multiset(x.elements() + y.elements())
x * n = multiset(x.elements() * n)
After, e.g.,
c /= sum(c.values())
it's sane to expect that the new sum(c.values()) is close to 1
regardless of the numeric types or signs of the original values.
Indeed, normalizing values so that their sum _is_ close to 1 is a
primary use case motivating the current change.
If there are negative values, then their sum can be very small, and the
relative error of the sum can be large. Dividing by it can results in
values with large magnitude, significantly larger than 1, and large errors.
What is the use case for division a Counter with negative values by the
sum of its values?
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