; Note: the idiom that is seen in this file,
;(emit-fixup-proc! as (lambda (b l) (fixup b l)))
; when `fixup' is a local procedure, avoids allocation of the closure
; except in the cases where the fixup is in fact needed, for gains in
; speed and reduction in allocation. (Ask me if you want numbers.)
I didn't understand this note in
sparcasm.sch
when I read it a week or so ago, so I asked Will to explain it to me. Here is what I got out of the explanation.The code is something like:
(define (foo as x)The idea here is that we know all the points where
(define (fixup bv loc) --omitted--)
(if (usually-true)
(bar)
(emit-fixup-proc! as (lambda (b l) (fixup b l)))))
fixup
is used, and it is being invoked at each one. Thus, fixup
qualifies as a "known local procedure.", and we can compile it directly to a sequence of machine code instructions in the current text segment, and make it just another label in the compiled machine code for foo
that we can jump to. If we hadn't eta-expanded the reference to
fixup
, a la:(define (foo as x)then
(define (fixup bv loc) --omitted--)
(if (usually-true)
(bar)
(emit-fixup-proc! as fixup)))
fixup
is no longer a "known local procedure", because we cannot tell what emit-fixup-proc!
will do with it (e.g. it may store it into a global variable which will later be invoked), and therefore in this latter case, we will conservatively generate a closure object and bind that to fixup
.In the former case, we also generate a closure object for the whole lambda expression, but we only generate this object on the uncommon control flow path;
fixup
itself is a free variable referenced by the closure, and therefore remains a simple label in the machine code text of foo
.This leads to a few questions, none of which I thought of in time to ask Will about them:
- Couldn't we have acheived the same effect (but without eta-expanding) by pushing the definition of
fixup
down closer to its use?- Quesswork answer: yes, but in the real source tree,
fixup
is actually referenced multiple times. Even then, one might be able to get away with cloning the definition and pushing the seperate clones down, but now you have to trade off the blow up in static code size versus the cost of allocating the closure at runtime.
- Quesswork answer: yes, but in the real source tree,
- What about an optimization pass to automatically introduce eta expansions on references like these to otherwise known local procedures?
- Quesswork answer: well, note here we rely on a human provided assurance as to what the common code path is. If it were more common to take the other route, then I don't think eta-expansion would be a win anymore. What kind of performance hit could such a transformation introduce then?
- What about optimizing whatever is introducing the code for the allocation of the closure for
fixup
, so that the introduced code doesn't allocate until it absolutely must (due to data-dependency requirements, either by a use offixup
or a mutation of some data that the construction offixup
requires)?- I dunno. Sounds tricky. Also note that this is pretty similar to (1.) above, except applied at a lower level than Scheme source.
No comments:
Post a Comment