def inplace_update(self):
old = s = OrderedSet()
with Assert.raises(TypeError):
s |= 'abc'
s |= OrderedSet('abc')
Assert(s) == OrderedSet('abc')
Assert(s).is_(old)
def symmetric_difference_update(self):
old = s = OrderedSet('abc')
s ^= OrderedSet('def')
Assert(s) == OrderedSet('abcdef')
Assert(s).is_(old)
with Assert.raises(TypeError):
s ^= 'ghi'
def intersection_update(self):
old = s = OrderedSet('abc')
with Assert.raises(TypeError):
s &= 'ab'
s &= OrderedSet('ab')
Assert(s) == OrderedSet('ab')
Assert(s).is_(old)
def equality(self):
a = OrderedSet([1, 2, 3])
b = OrderedSet([3, 2, 1])
Assert(a) == a
Assert(a) == set(b)
Assert(b) == b
Assert(b) == set(a)
Assert(a) != b
def difference_update(self):
s = OrderedSet('abcd')
s -= s
Assert(s) == OrderedSet()
old = s = OrderedSet('abcd')
s -= OrderedSet('abc')
with Assert.raises(TypeError):
s -= 'abc'
Assert(s) == OrderedSet('d')
Assert(s).is_(old)
def pop(self):
s = OrderedSet()
with Assert.raises(KeyError):
s.pop()
s = OrderedSet([1, 2, 3])
Assert(s.pop()) == 3
Assert(s.pop(last=False)) == 1
def difference(self):
a = OrderedSet('abc')
Assert(a.difference('abc')) == OrderedSet()
Assert(a.difference('a', 'b', 'c')) == OrderedSet()
Assert(a - OrderedSet('ab')) == OrderedSet('c')
with Assert.raises(TypeError):
a - 'abc'
def normalize_words(ws):
return list(
OrderedSet(
map(
normalize_word,
filter(lambda s: re.match('\w', s, flags=re.UNICODE),
re.split('\W', ws, flags=re.UNICODE)))))
def union(self):
a = OrderedSet('abc')
b = OrderedSet('def')
Assert(a.union('def', 'ghi')) == OrderedSet('abcdefghi')
Assert(a | b) == OrderedSet('abcdef')
with Assert.raises(TypeError):
a | 'abc'
def repr(self):
Assert(repr(OrderedSet())) == 'OrderedSet()'
s = OrderedSet([1, 2, 3])
Assert(repr(s)) == 'OrderedSet([1, 2, 3])'
def symmetric_difference(self):
for a, b in [('abc', 'def'), ('def', 'abc')]:
OrderedSet(a).symmetric_difference(b) == OrderedSet(a + b)
OrderedSet(a) ^ OrderedSet(b) == OrderedSet(a + b)
OrderedSet(a).symmetric_difference(a + b) == OrderedSet(b)
OrderedSet(a) ^ OrderedSet(a + b) == OrderedSet(b)
with Assert.raises(TypeError):
OrderedSet('abc') ^ 'def'
def issub_super_set(self):
a = OrderedSet('abc')
b = OrderedSet('abcdef')
a.issubset(a)
a.issuperset(a)
a.issubset(a)
a.issuperset(a)
assert a <= a
assert a >= a
assert a <= b
assert b >= a
assert not (a < a)
assert not (a > a)
assert a < b
assert not (a > b)
def update(self):
s = OrderedSet()
s.update('abc')
Assert(s) == OrderedSet('abc')
def copy(self):
s = OrderedSet('abc')
Assert(s.copy()) == s
Assert(s.copy()).is_not(s)
def iteration(self):
s = OrderedSet([1, 2, 3])
Assert(list(s)) == [1, 2, 3]
Assert(list(reversed(s))) == [3, 2, 1]
def clear(self):
s = OrderedSet([1, 2, 3])
s.clear()
assert not s
def remove(self):
s = OrderedSet()
with Assert.raises(KeyError):
s.remove(1)
s.add(1)
s.remove(1)
def discard(self):
s = OrderedSet()
s.discard(1)
s.add(1)
s.discard(1)
Assert(1).not_in(s)
def add(self):
s = OrderedSet()
s.add(1)
Assert(1).in_(s)
def contains(self):
s = OrderedSet([1, 2, 3])
for element in s:
Assert(element).in_(s)
Assert(4).not_in(s)
def intersection(self):
a = OrderedSet('abc')
Assert(a.intersection('ab', 'a')) == OrderedSet('a')
Assert(a & OrderedSet('ab')) == OrderedSet('ab')
with Assert.raises(TypeError):
a & 'ab'
def hashability(self):
with Assert.raises(TypeError):
hash(OrderedSet())
def length(self):
Assert(len(OrderedSet([1, 2, 3]))) == 3