Move some utility functions into the cdsl package.
- is_power_of_two - next_power_of_two Make sure we run doctests on these functions.
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@@ -13,5 +13,47 @@ camel_re = re.compile('(^|_)([a-z])')
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def camel_case(s):
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# type: (str) -> str
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"""Convert the string s to CamelCase"""
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"""Convert the string s to CamelCase:
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>>> camel_case('x')
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'X'
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>>> camel_case('camel_case')
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'CamelCase'
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"""
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return camel_re.sub(lambda m: m.group(2).upper(), s)
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def is_power_of_two(x):
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# type: (int) -> bool
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"""Check if `x` is a power of two:
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>>> is_power_of_two(0)
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False
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>>> is_power_of_two(1)
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True
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>>> is_power_of_two(2)
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True
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>>> is_power_of_two(3)
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False
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"""
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return x > 0 and x & (x-1) == 0
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def next_power_of_two(x):
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# type: (int) -> int
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"""
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Compute the next power of two that is greater than `x`:
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>>> next_power_of_two(0)
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1
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>>> next_power_of_two(1)
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2
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>>> next_power_of_two(2)
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4
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>>> next_power_of_two(3)
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4
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>>> next_power_of_two(4)
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8
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"""
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s = 1
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while x & (x + 1) != 0:
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x |= x >> s
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s *= 2
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return x + 1
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8
lib/cretonne/meta/cdsl/test_package.py
Normal file
8
lib/cretonne/meta/cdsl/test_package.py
Normal file
@@ -0,0 +1,8 @@
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from __future__ import absolute_import
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import doctest
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import cdsl
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def load_tests(loader, tests, ignore):
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tests.addTests(doctest.DocTestSuite(cdsl))
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return tests
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@@ -6,7 +6,7 @@ polymorphic by using type variables.
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"""
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from __future__ import absolute_import
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import math
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from . import types
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from . import types, is_power_of_two
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try:
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from typing import Tuple, Union # noqa
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@@ -20,11 +20,6 @@ MAX_LANES = 256
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MAX_BITS = 64
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def is_power_of_two(x):
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# type: (int) -> bool
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return x > 0 and x & (x-1) == 0
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def int_log2(x):
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# type: (int) -> int
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return int(math.log(x, 2))
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@@ -6,6 +6,7 @@ don't attempt parfect hashing, but simply generate an open addressed
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quadratically probed hash table.
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"""
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from __future__ import absolute_import
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from cdsl import next_power_of_two
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def simple_hash(s):
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@@ -24,27 +25,6 @@ def simple_hash(s):
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return h
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def next_power_of_two(x):
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"""
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Compute the next power of two that is greater than `x`:
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>>> next_power_of_two(0)
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1
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>>> next_power_of_two(1)
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2
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>>> next_power_of_two(2)
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4
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>>> next_power_of_two(3)
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4
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>>> next_power_of_two(4)
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8
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"""
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s = 1
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while x & (x + 1) != 0:
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x |= x >> s
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s *= 2
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return x + 1
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def compute_quadratic(items, hash_function):
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"""
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Compute an open addressed, quadratically probed hash table containing
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