from typing import Dict, List, NoReturn, Sequence, Union
from torchgen.api.types import (
ArrayRefCType,
BaseCType,
Binding,
boolT,
ConstRefCType,
deviceT,
Expr,
intArrayRefT,
iOptTensorListRefT,
layoutT,
ListCType,
longT,
memoryFormatT,
MutRefCType,
NamedCType,
opmath_t,
OptionalCType,
optionalIntArrayRefT,
optionalScalarRefT,
optionalSymIntArrayRefT,
optionalTensorRefT,
scalar_t,
scalarT,
scalarTypeT,
SpecialArgName,
symIntArrayRefT,
SymIntT,
tensorOptionsT,
tensorT,
VectorCType,
)
# This file implements a small program synthesis engine that implements
# conversions between one API to another.
#
# The key data type in this file in NamedCType, short for Named C++ semantic type. A NamedCType
# represents a C++ type, plus semantic information about what it represents.
# For example, consider the argument "bool pin_memory"; its normal C++ type is
# "bool", but its C++ semantic type also keeps track that this represents a
# "pin_memory"; you can't just use a random other boolean in a context where you
# need a "pin_memory"!
#
# The translator takes a list of needed NamedCTypes, and then figures out how
# to construct expressions with these NamedCTypes from the given bindings. Many
# of these expressions are trivial (I need a Tensor other; there's a Tensor
# other scope); others are more nontrivial and may require packing/unpacking.
# Some examples of non-trivial action:
#
# - Need the "dtype" binding? Well, maybe "dtype" isn't available
# in the context, instead, "options" is, and you need to extract
# it from there. (Gather)
#
# - Need the "context" binding? Well, maybe "context" isn't available
# in the context, and you need to construct it from "dtype", "device",
# etc. (Scatter)
#
# - Need the "memory_format" binding? Well, actually, it's available
# from both "memory_format" and "options", so you had better make sure
# they are consistent. (Join)
options_ctype = NamedCType("options", ConstRefCType(BaseCType(tensorOptionsT)))
out_tensor_ctype = NamedCType("out", ConstRefCType(BaseCType(tensorT)))
longVec_ctype = VectorCType(BaseCType(longT))
longSymVec_ctype = VectorCType(BaseCType(SymIntT))
optionalLongVec_ctype = OptionalCType(VectorCType(BaseCType(longT)))
optionalScalar_ctype = OptionalCType(BaseCType(scalarT))
optionalTensor_ctype = OptionalCType(BaseCType(tensorT))
class UnsatError(RuntimeError):
pass
# Given a set of in-scope bindings and a set of target bindings, synthesize
# a list of expressions that uses only the in-scope bindings (bindings) that
# have all of the types of goals. You may want to use this function if
# you're generating code for a function like:
#
# void f({args}) {
# g({exprs}); // g is a different API
# }
#
# and you need to generate "exprs".
#
# Typically, a list of Bindings is convenient to get (you usually call something
# like arguments() to get them); but technically you only need less information:
# for 'bindings' an (un-ordered) list of Exprs is sufficient; similarly, for
# 'goals', an (ordered) list of NamedCType goals is sufficient. If you are doing
# something more complicated, e.g., tracking the set of bindings in a context,
# you may find using these smaller types more convenient.
def translate(
bindings: Sequence[Union[Expr, Binding]],
goals: Sequence[Union[NamedCType, Binding]],
*,
method: bool = False,
allow_expensive_conversions: bool = False,
) -> List[Expr]:
binding_exprs: List[Expr] = []
for b in bindings:
if isinstance(b, Binding):
binding_exprs.append(
Expr(
expr=b.name,
type=b.nctype,
)
)
else:
binding_exprs.append(b)
goal_ctypes: List[NamedCType] = []
for g in goals:
if isinstance(g, Binding):
goal_ctypes.append(g.nctype)
else:
goal_ctypes.append(g)
# Add all the bindings to the context
ctx: Dict[NamedCType, str] = {}
for b in binding_exprs:
ctx[b.type] = b.expr
# While we're at it, do some simple forward inference, looking through
# constructors.
#
# NB: When should you do forward inference versus backward inference?
# The general idea:
#
# - Backward inference WHEN the goal gets smaller
# - Forward inference WHEN the hypothesis gets smaller
#
# This helps ensure termination: backward inference starts with a goal
# and tries to make it simpler and simpler until it's trivial; if the
# goal can grow in size, we blow up to a really huge goal size.
# Similarly, with forward inference we take hypotheses and decompose
# them into simpler hypotheses; if hypotheses could expand in size,
# we also have potential nontermination. (In the code below, forward
# inference is only ever carried out at a single step, but you could
# imagine repeated application of forward inference being profitable.)
#
# A good starting point in the literature for exploring more about proof
# search are these lecture notes
# https://www.cs.cmu.edu/~fp/courses/oregon-m10/04-focusing.pdf
#
# TODO: My kingdom for a pattern matcher
# https://www.python.org/dev/peps/pep-0634/
#
# TODO: This could get us in recomputation trouble if b.expr is nontrivial.
# Fix this by implementing some sort of sharing so that if multiple
# goals share the same expression, we only compute it once. This seems
# to matter in practice as compiler is often unwilling to CSE nontrivial
# expressions like scalar.to<scalar_t>()
t = b.type
if (
isinstance(t, ConstRefCType)
and isinstance(t.elem, OptionalCType)
and isinstance(t.elem.elem, BaseCType)
and str(t.elem.elem.type) == "at::Tensor"
):
ctx[
NamedCType(t.elem.elem.name, ConstRefCType(BaseCType(tensorT)))
] = f"({b.expr}.has_value() ? *{b.expr} : at::Tensor())"
if t.type == ConstRefCType(OptionalCType(BaseCType(tensorT))):
ctx[
NamedCType(t.name, BaseCType(optionalTensorRefT))
] = f"(({b.expr}.has_value() && (*{b.expr}).defined()) ? at::OptionalTensorRef(*{b.expr}) : at::OptionalTensorRef())"
if t.type == ConstRefCType(BaseCType(scalarT)):
ctx[NamedCType(t.name, BaseCType(opmath_t))] = f"({b.expr}).to<opmath_t>()"
if t.type == ConstRefCType(OptionalCType(BaseCType(scalarT))):
ctx[
NamedCType(t.name, BaseCType(optionalScalarRefT))
] = f"({b.expr}.has_value() ? at::OptionalScalarRef(&({b.expr}.value())) : at::OptionalScalarRef())"
if t.type == BaseCType(scalar_t):
ctx[
NamedCType(t.name, BaseCType(opmath_t))
] = f"static_cast<opmath_t>({b.expr})"
# [Note: IOptTensorListRef]
if t.type == ConstRefCType(ListCType(OptionalCType(BaseCType(tensorT)))):
ctx[
NamedCType(t.name, BaseCType(iOptTensorListRefT))
] = f"at::IOptTensorListRef({b.expr})"
# Add implicit bindings if the generated code is inside a Tensor method
if method:
ctx[
NamedCType("self", MutRefCType(BaseCType(tensorT)))
] = "const_cast<Tensor&>(*this)"
ctx[
NamedCType("self", ConstRefCType(BaseCType(tensorT)))
] = "const_cast<Tensor&>(*this)"
# This is better! Byte-for-byte compat
# ctx[NamedCType("self", ConstRefCType(BaseCType(tensorT)))] = "*this"
def unsat(goal: NamedCType) -> NoReturn:
ctx_desc = "\n".join(
f" {t.cpp_type()} {t.name}; // {e}" for t, e in ctx.items()
)
raise UnsatError(
f"""
Failed to synthesize the expression "{goal.cpp_type()} {goal.name}".
When I failed, the following bindings were available in the context:
{ctx_desc}
This probably means there is a missing rule in the rules of torchgen.api.translate.
Check this module for more information.
"""
)
# A shitty backtracking search implementation. It's shitty because it
# does backtracking via stack (bad idea!) and for the most part tries to
# avoid backtracking. In particular, if
# direct=True, we won't try to do any fancy synthesis, just trivial
# conversions (e.g., "T a" is OK for "const T& a"). So all of the
# existing rules in this function simply try to solve immediately,
# and bail if things don't work out.
def solve(goal: NamedCType, *, direct: bool) -> str:
def direct_solve(goal: NamedCType) -> str:
return solve(goal, direct=True)
if goal in ctx:
# Trivial
return ctx[goal]
# const & is satisfied with mutable &
if isinstance(goal.type, ConstRefCType):
try:
# WARNING: not strictly decreasing; be careful not
# to add a direct conversion that goes satisfies
# mutable& with const&
return solve(
NamedCType(goal.name, MutRefCType(goal.type.elem)), direct=direct
)
except UnsatError:
pass
# mutable & is satisfied with value
if isinstance(goal.type, MutRefCType):
try:
return solve(NamedCType(goal.name, goal.type.elem), direct=direct)
except UnsatError:
pass
# TODO: These are referentially equal, shouldn't have to do this;
# ensuring we don't use type synonym IntArrayRef in codegen would
# help
if goal.type == ArrayRefCType(BaseCType(longT)):
return solve(NamedCType(goal.name, BaseCType(intArrayRefT)), direct=direct)
if direct:
unsat(goal)
# For now, all of these rules are mutually exclusive.
if goal == NamedCType("memory_format", OptionalCType(BaseCType(memoryFormatT))):
memory_format = direct_solve(
NamedCType(
SpecialArgName.possibly_redundant_memory_format,
OptionalCType(BaseCType(memoryFormatT)),
)
)
# No need to join "memory_format" and "options" if the target API takes "options" directly.
# Otherwise it will cause the redundant memory_format error.
if options_ctype in goal_ctypes:
return memory_format
try:
options = direct_solve(options_ctype)
return f"c10::impl::check_tensor_options_and_extract_memory_format({options}, {memory_format})"
except UnsatError:
return memory_format
elif goal == NamedCType("options", BaseCType(tensorOptionsT)):
dtype = direct_solve(
NamedCType("dtype", OptionalCType(BaseCType(scalarTypeT)))
)
pin_memory = direct_solve(
NamedCType("pin_memory", OptionalCType(BaseCType(boolT)))
)
device = direct_solve(
NamedCType("device", OptionalCType(BaseCType(deviceT)))
)
layout = direct_solve(
NamedCType("layout", OptionalCType(BaseCType(layoutT)))
)
return f"TensorOptions().dtype({dtype}).layout({layout}).device({device}).pinned_memory({pin_memory})"
elif goal == NamedCType("dtype", OptionalCType(BaseCType(scalarTypeT))):
try:
options = direct_solve(options_ctype)
return f"optTypeMetaToScalarType({options}.dtype_opt())"
except UnsatError:
out_tensor = direct_solve(out_tensor_ctype)
return f"{out_tensor}.scalar_type()"
elif goal == NamedCType("layout", OptionalCType(BaseCType(layoutT))):
try:
options = direct_solve(options_ctype)
return f"{options}.layout_opt()"
except UnsatError:
out_tensor = direct_solve(out_tensor_ctype)
return f"{out_tensor}.layout()"
elif goal == NamedCType("device", OptionalCType(BaseCType(deviceT))):
try:
options = direct_solve(options_ctype)
return f"{options}.device_opt()"
except UnsatError:
out_tensor = direct_solve(out_tensor_ctype)
return f"{out_tensor}.device()"
elif goal == NamedCType("pin_memory", OptionalCType(BaseCType(boolT))):
try:
options = direct_solve(options_ctype)
return f"{options}.pinned_memory_opt()"
except UnsatError:
# If we're calling a factory op from its out= variant,
# We don't actually care about the value of pin_memory.
out_tensor = direct_solve(out_tensor_ctype)
return "c10::nullopt"
# We can always do translations from value types to reference types, like vector<int> -> IntArrayRef
elif goal.type == BaseCType(intArrayRefT):
try:
return direct_solve(NamedCType(goal.name, longVec_ctype))
except UnsatError:
# We can also go SymIntArrayRef -> IntArrayRef
symIntArrayRef_type = direct_solve(
NamedCType(goal.name, BaseCType(symIntArrayRefT))
)
return f"C10_AS_INTARRAYREF_SLOW({symIntArrayRef_type})"
elif goal.type == BaseCType(symIntArrayRefT):
try:
r = direct_solve(NamedCType(goal.name, BaseCType(intArrayRefT)))
return f"c10::fromIntArrayRefSlow({r})"
except UnsatError:
return direct_solve(NamedCType(goal.name, longSymVec_ctype))
elif goal.type == BaseCType(SymIntT):
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