Proposal: Operator overloading without temporaries
James Dunne
james.jdunne at gmail.com
Mon Mar 27 22:13:05 PST 2006
Don Clugston wrote:
> Background: Operator overloading, in the form it exists in C++ and
> currently in D, inherently results in sub-optimal code, because it
> always results in unnecessary temporary objects being created.
>
> For example,
> X = A - ((B*C) + D)* E;
>
> becomes:
> T1 = B * C;
> T2 = T1 + D;
> T3 = T2 * E;
> T4 = A - T3;
> X = T4;
> Four objects were created, whereas only one was strictly required.
> In C++, there are libraries like Blitz++ which use complicated
> expression templates in order to avoid these creating these temporaries,
> and provide performance comparable with FORTRAN. I think D can do much
> better...
> Note that temporaries are avoided when using the opXXXAssign() operators
> like +=.
>
> ===========
> Proposal
> ===========
> (1) Allow the compiler to assume that b = b + c can be replaced with b
> += c. (In C++, operator + and operator += are just symbols, the compiler
> doesn't know that there is any relationship between them).
> In the example above, this would allow the compiler to generate:
> T1 = B * C;
> T1 += D;
> T1 *= E;
>
> and we have eliminated two of the three temporaries.
> (2). Fill in the gaps in the operator overloading table by introducing
> opAddAssign_r, opSubAssign_r, etc.
>
> Just as A.opSubAssign(B)
> is the operation A -= B or equivalently A = A - B, similarly
>
> A.opSubAssign_r(B)
> would mean
> A = B - A.
> and would only occur when temporaries are generated in expressions. Like
> -=, it's an operation which can frequently be performed very
> efficiently, but at present the language has no way of expressing it.
>
> Our original example then becomes:
>
> T1 = B.opMul(C);
> T1.opAddAssign(D);
> T1.opMulAssign(E);
> T1.opSubAssign_r(A);
> X = T1;
> .... and all the useless temporaries are gone!
>
> More formally, when the expression tree for an expression is generated:
> With a binary operator XXX, operating on left & right nodes:
>
> if (the left node is *not* an original leaf node) {
> // the left node is a temporary, does not need to be preserved.
> // we don't care if the right node is a temporary or not
> look for opXXXAssign().
> } else if (the the right node is not an original leaf node) {
> // the right node is a temporary
> look for opXXXAssign_r()
> } else {
> // both left and right nodes are leaf nodes, we have to
> // create a temporary
> look for opXXX(), just as it does now.
> }
>
> These rules also cope with the situation where temporaries are required:
> eg
> X = (A*B) + (C*D);
> becomes
> T1 = A*B;
> T2 = C*D;
> T1 += T2;
> X = T1;
>
> If this were implemented, it would permanently eradicate (for D) the
> most significant advantage which Fortran has managed to retain over
> object-oriented languages. And I really don't think it would be
> difficult to implement, or have negative side-effects.
>
> There are a couple of decisions to be made:
> (I) should the compiler use opAdd() and generate a temporary, if
> opAddAssign_r() doesn't exist, to preserve existing behaviour? I think
> the answer to this is YES.
> (II) should the compiler use opAdd() and generate a temporary, if
> oppAddAssign() doesn't exist, to preserve existing behaviour? Again, I'm
> inclined to answer YES.
> (III) If the code includes +=, and there is an opAdd() but no
> opAddAssign(), should the compiler accept this, and just generate an
> opAdd() followed by an assignment?? This would mean that opAdd() would
> generate the += operation as well as +, while opAddAssign() would be a
> performance enhancement. (It would still be possible to have
> opAddAssign() without opAdd(), to have += but not +, but it would not be
> possible to have + without +=). This would mean that += would be
> *purely* syntactic sugar.
>
> Decision III would be a little more difficult to implement and is of
> less obvious merit, I only mention it as a possibility.
>
> Comments?
I guess I'll be the "Negative Nancy" here for purposes of strengthening
your proposal...
While being well laid out and well thought through, this proposal still
screams to me that it's concentrating on the mathematical problem
domain. This is fine for assuming that classes implementing operators
will be mimicing real-world mathematical entities, such as vectors,
matricies, etc. But will this affect other problem domains adversely?
I usually like to come from the "everything explicit" angle and don't
want the compiler making decisions on my behalf; especially when I'm not
aware of them. My suggestion would be to add a keyword in the operator
definition (or class definition) to indicate that you want this sort of
operator overloading behavior, such that one could leave it off if the
default behavior is desired for other such cases.
In what specific problem domain are you experiencing issues with the
current operator overloading syntax/semantics? Or is it just that you
feel that the current syntax/semantics are not quite fully developed?
And last but not least, another problem is in the order of evaluation
for the operator overload calls. What do you propose for this? I think
in order for this _not_ to matter, you'd have to guarantee that the
classes themselves are self-contained and would have no references to
(or have any effect on) the other classes involved in the expression
statement.
This brings me to another related issue: these temporaries are going to
be allocated on the GC heap no matter what, correct? What if a silent
out-of-memory exception was thrown from a line of code appearing to have
no effect on memory allocation whatsoever?
There's basically no control over the number of temporaries that could
be generated. Also, there'd be "no going back" from a GC to a manual
allocation strategy (i.e. memory pools) because you've effectively lost
handles to those blocks of memory for the temporaries. One could use
custom allocators on the class for this purpose, but that would have an
adverse effect on normal usage of the class. These findings lead me to
believe that classes which overload operators should have the
requirement of being 'auto' (as in RAII or RR).
--
Regards,
James Dunne
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