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empty_permute decomposition #2698
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Could you show a printout of what the original and final graphs look like in this case? I want to verify that there is not a circular issue where
empty_permuted
generatesempty_like
, and vice versaThere was a problem hiding this comment.
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With the
empty_permute
decomposition the graph is thisPre-AOT Autograd graph:=============
Post-AOT Autograd graph:=======
Graph after constant folding:
Post-lowering passes Autograd graph:=======
Without the decomposition, the graph is
Pre-AOT Autograd graph:=============
Post-AOT Autograd graph:=======
Graph after constant folding:
Post-lowering passes Autograd graph:=======
So
empty_like
decomposes intoempty_permute
which decomposes intoempty.memory_format
. The above test does not give error, even thoughempty.memory_format
is not supported since constant folding removes the op.I am working on empty.memory_format in PR #2745
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In the above example, the Pre-AOT graph shows:
Since there is only one argument in
args
, what isempty_permute = args[1]
defined as in the decomposition for that case?There was a problem hiding this comment.
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In the above case with the AOT decomposition, the above operation decomposes to
The args[1] in this case is
[0,1]
since it keeps the shapes in the original form.Not sure how it gets the [0,1] exact, but I assume it must be the internal AOT lowering heuristics?