forked from M-Labs/artiq
compiler: Change type inference rules for empty array() calls
array([...]), the constructor for NumPy arrays, currently has the status of some weird kind of macro in ARTIQ Python, as it needs to determine the number of dimensions in the resulting array type, which is a fixed type parameter on which inference cannot be performed. This leads to an ambiguity for empty lists, which could contain elements of arbitrary type, including other lists (which would add to the number of dimensions). Previously, I had chosen to make array([]) to be of completely indeterminate type for this reason. However, this is different to how the call behaves in host NumPy, where this is a well-formed call creating an empty 1D array (or 2D for array([[], []]), etc.). This commit adds special matching for (recursive lists of) empty ListT AST nodes to treat them as scalar dimensions, with the element type still unknown. This also happens to fix type inference for embedding empty 1D NumPy arrays from host object attributes, although multi-dimensional arrays will still require work (see GitHub #1633). GitHub: Fixes #1626.
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@ -315,6 +315,9 @@ def is_iterable(typ):
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return is_listish(typ) or is_range(typ)
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return is_listish(typ) or is_range(typ)
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def get_iterable_elt(typ):
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def get_iterable_elt(typ):
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# TODO: Arrays count as listish, but this returns the innermost element type for
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# n-dimensional arrays, rather than the n-1 dimensional result of iterating over
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# the first axis, which makes the name a bit misleading.
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if is_str(typ) or is_bytes(typ) or is_bytearray(typ):
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if is_str(typ) or is_bytes(typ) or is_bytearray(typ):
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return TInt(types.TValue(8))
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return TInt(types.TValue(8))
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elif types._is_pointer(typ) or is_iterable(typ):
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elif types._is_pointer(typ) or is_iterable(typ):
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@ -8,6 +8,28 @@ from .. import asttyped, types, builtins
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from .typedtree_printer import TypedtreePrinter
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from .typedtree_printer import TypedtreePrinter
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def is_nested_empty_list(node):
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"""If the passed AST node is an empty list, or a regularly nested list thereof,
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returns the number of nesting layers, or ``None`` otherwise.
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For instance, ``is_nested_empty_list([]) == 1`` and
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``is_nested_empty_list([[], []]) == 2``, but
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``is_nested_empty_list([[[]], []]) == None`` as the number of nesting layers doesn't
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match.
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"""
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if not isinstance(node, ast.List):
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return None
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if not node.elts:
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return 1
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result = is_nested_empty_list(node.elts[0])
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if result is None:
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return None
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for elt in node.elts[:1]:
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if result != is_nested_empty_list(elt):
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return None
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return result + 1
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class Inferencer(algorithm.Visitor):
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class Inferencer(algorithm.Visitor):
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"""
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"""
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:class:`Inferencer` infers types by recursively applying the unification
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:class:`Inferencer` infers types by recursively applying the unification
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@ -891,21 +913,38 @@ class Inferencer(algorithm.Visitor):
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if len(node.args) == 1 and keywords_acceptable:
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if len(node.args) == 1 and keywords_acceptable:
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arg, = node.args
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arg, = node.args
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num_empty_dims = is_nested_empty_list(arg)
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if num_empty_dims is not None:
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# As a special case, following the behaviour of numpy.array (and
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# repr() on ndarrays), consider empty lists to be exactly of the
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# number of dimensions given, instead of potentially containing an
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# unknown number of extra dimensions.
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num_dims = num_empty_dims
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# The ultimate element type will be TVar initially, but we might be
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# able to resolve it from context.
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elt = arg.type
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for _ in range(num_dims):
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assert builtins.is_list(elt)
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elt = elt.find()["elt"]
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else:
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# In the absence of any other information (there currently isn't a way
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# In the absence of any other information (there currently isn't a way
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# to specify any), assume that all iterables are expandable into a
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# to specify any), assume that all iterables are expandable into a
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# (runtime-checked) rectangular array of the innermost element type.
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# (runtime-checked) rectangular array of the innermost element type.
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elt = arg.type
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elt = arg.type
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num_dims = 0
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num_dims = 0
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result_dims = (node.type.find()["num_dims"].value
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expected_dims = (node.type.find()["num_dims"].value
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if builtins.is_array(node.type) else -1)
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if builtins.is_array(node.type) else -1)
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while True:
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while True:
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if num_dims == result_dims:
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if num_dims == expected_dims:
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# If we already know the number of dimensions of the result,
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# If we already know the number of dimensions of the result,
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# stop so we can disambiguate the (innermost) element type of
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# stop so we can disambiguate the (innermost) element type of
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# the argument if it is still unknown (e.g. empty array).
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# the argument if it is still unknown.
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break
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break
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if types.is_var(elt):
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if types.is_var(elt):
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return # undetermined yet
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# Can't make progress here because we don't know how many more
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# dimensions might be "hidden" inside.
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return
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if not builtins.is_iterable(elt) or builtins.is_str(elt):
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if not builtins.is_iterable(elt) or builtins.is_str(elt):
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break
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break
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if builtins.is_array(elt):
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if builtins.is_array(elt):
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@ -1,10 +1,10 @@
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# RUN: %python -m artiq.compiler.testbench.inferencer %s >%t
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# RUN: %python -m artiq.compiler.testbench.inferencer %s >%t
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# RUN: OutputCheck %s --file-to-check=%t
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# RUN: OutputCheck %s --file-to-check=%t
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# Nothing known, as there could be several more dimensions
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# CHECK-L: numpy.array(elt='a, num_dims=1)
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# hidden from view by the array being empty.
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# CHECK-L: ([]:list(elt='a)):'b
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array([])
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array([])
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# CHECK-L: numpy.array(elt='b, num_dims=2)
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array([[], []])
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# CHECK-L: numpy.array(elt=numpy.int?, num_dims=1)
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# CHECK-L: numpy.array(elt=numpy.int?, num_dims=1)
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array([1, 2, 3])
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array([1, 2, 3])
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