[llvm-dev] RFC: Trace-based layout.
Andrew Trick via llvm-dev
llvm-dev at lists.llvm.org
Mon Sep 18 13:16:37 PDT 2017
> On Sep 14, 2017, at 6:53 PM, Kyle Butt via llvm-dev <llvm-dev at lists.llvm.org> wrote:
> I plan on rewriting the block placement algorithm to proceed by traces.
> A trace is a chain of blocks where each block in the chain may fall through to
> the successor in the chain.
> The overall algorithm would be to first produce traces for a function, and then
> order those traces to try and get cache locality.
> Currently block placement uses a greedy single step approach to layout. It
> produces chains working from inner to outer loops. Unlike a trace, a chain may
> contain non-fallthrough edges. This causes problems with loop layout. The main
> problems with loop layout are: loop rotation and cold blocks in a loop.
> Overview of proposed solution:
> Phase 1:
> Greedily produce a set of traces through the function. A trace is a list of
> blocks with each block in the list falling through (possibly conditionally) to
> the next block in the list. Loop rotation will occur naturally in this phase via
> the triangle replacement algorithm below. Handling single trace loops requires a
> tweak, see the detailed design.
> Phase 2:
> After producing what we believe are the best traces, they need to be ordered.
> They will be ordered topologically, except that traces that are cold enough (As
> measured by their warmest block) will be floated later, This may push them out
> of a loop or to the end of the function.
> Detailed Design
> Note whenever an edge is used as a number, I am referring to the edge frequency.
> Phase 1: Producing traces
> Traces are produced according to the following algorithm:
> * Sort the edges according to weight, stable-sorting them according the incoming
> block and edge ordering.
> * Place each block in a trace of length 1.
> * For each edge in order:
> * If the source is at the end of a trace, and the target is at the beginning
> of a trace, glue those 2 traces into 1 longer trace.
> * If an edge has a target or source in the middle of another trace, consider
> tail duplication. The benefit calculation is the same as the existing
> * If an edge has a source or target in the middle, check them to see if they
> can be replaced as a triangle. (Triangle replacement described below)
> * Compare the benefit of choosing the edge, along with any triangles
> found, with the cost of breaking the existing edges.
> * If it is a net benefit, perform the switch.
> * Triangle checking:
> Consider a trace in 2 parts: A1->A2, and the current edge under consideration
> is A1->B (the case for C->A2 is mirror, and both may need to be done)
> * First find the best alternative C->B
> * Check for an alternative for A2: D->A2
> * Find D's best Alternative: D->E
> * Compare the frequencies: A1->A2 + C->B + D->E vs A1->B + D->A2
> * If the 2nd sum is bigger, do the switch.
> * Loop Rotation Tweak:
> If A contains a backedge A2->A1, then when considering A1->B or C->A2, we
> can include that backedge in the gain:
> A1->A2 + C->D + E->B vs A1->B + C->A2 + A2->A
> Phase 2: Order traces.
> First we compute the frequency of a trace by finding the max frequency of any of
> its blocks.
> Then we attempt to place the traces topologically. When a trace cannot be placed
> topologically, we prefer warmer traces first.
> Questions and comments welcome.
This algorithm should be easy enough to implement and experiment with out of tree. A reasonable goal would be to identify cases that the current, more sophisticated algorithm are handling poorly. At that point, it would be much more useful to fix the current algorithm’s heuristics rather than introducing another less sophisticated alternative.
The current algorithm deals well with partial profile information and maintains a number of layout properties relative to the CFG structure. I’m not the best person to explain all of this, but you will certainly need to understand the original goals, show concrete examples of how it “fails” and can’t be easily fixed, before you propose replacing it.
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