
(Moving this to the cafe.)
G'day all.
Quoting Cale Gibbard
We already do rely on them in most cases. Of course, not every property can be proved by the compiler, but many pieces of code are going to assume quite a lot.
Agreed.
I think that the assumption that (+) and (*) in Num define something like a ring on the given type is a sensible one.
I'm not so certain. Octonian multiplication, to pick one example, is not associative, but I'd like to be able to use (*) nonetheless. Cheers, Andrew Bromage

On 2005-11-02, ajb@spamcop.net
(Moving this to the cafe.)
G'day all.
Quoting Cale Gibbard
: We already do rely on them in most cases. Of course, not every property can be proved by the compiler, but many pieces of code are going to assume quite a lot.
Agreed.
I think that the assumption that (+) and (*) in Num define something like a ring on the given type is a sensible one.
I'm not so certain. Octonian multiplication, to pick one example, is not associative, but I'd like to be able to use (*) nonetheless.
(*) is already defined as being left-associative in H98. I'm actually working with non-associative structures at the moment where the operation is usually considerd "multiplication", but I still wouldn't want to use (*) for it. Too much hassle for normal uses. -- Aaron Denney -><-
participants (2)
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Aaron Denney
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ajb@spamcop.net