Here is the code I've been using. I subclassed frozenset. The advantages of this are the following.
- This is a truly immutable object. No relying on the good behavior of future users and developers.
- It's easy to convert back and forth between a regular dictionary and a frozen dictionary. FrozenDict(orig_dict) --> frozen dictionary. dict(frozen_dict) --> regular dict.
Update Jan 21 2015: The original piece of code I posted in 2014 used a for-loop to find a key that matched. That was incredibly slow. Now I've put together an implementation which takes advantage of frozenset's hashing features. Key-value pairs are stored in special containers where the __hash__
and __eq__
functions are based on the key only. This code has also been formally unit-tested, unlike what I posted here in August 2014.
MIT-style license.
if 3 / 2 == 1:
version = 2
elif 3 / 2 == 1.5:
version = 3
def col(i):
''' For binding named attributes to spots inside subclasses of tuple.'''
g = tuple.__getitem__
@property
def _col(self):
return g(self,i)
return _col
class Item(tuple):
''' Designed for storing key-value pairs inside
a FrozenDict, which itself is a subclass of frozenset.
The __hash__ is overloaded to return the hash of only the key.
__eq__ is overloaded so that normally it only checks whether the Item's
key is equal to the other object, HOWEVER, if the other object itself
is an instance of Item, it checks BOTH the key and value for equality.
WARNING: Do not use this class for any purpose other than to contain
key value pairs inside FrozenDict!!!!
The __eq__ operator is overloaded in such a way that it violates a
fundamental property of mathematics. That property, which says that
a == b and b == c implies a == c, does not hold for this object.
Here's a demonstration:
[in] >>> x = Item(('a',4))
[in] >>> y = Item(('a',5))
[in] >>> hash('a')
[out] >>> 194817700
[in] >>> hash(x)
[out] >>> 194817700
[in] >>> hash(y)
[out] >>> 194817700
[in] >>> 'a' == x
[out] >>> True
[in] >>> 'a' == y
[out] >>> True
[in] >>> x == y
[out] >>> False
'''
__slots__ = ()
key, value = col(0), col(1)
def __hash__(self):
return hash(self.key)
def __eq__(self, other):
if isinstance(other, Item):
return tuple.__eq__(self, other)
return self.key == other
def __ne__(self, other):
return not self.__eq__(other)
def __str__(self):
return '%r: %r' % self
def __repr__(self):
return 'Item((%r, %r))' % self
class FrozenDict(frozenset):
''' Behaves in most ways like a regular dictionary, except that it's immutable.
It differs from other implementations because it doesn't subclass "dict".
Instead it subclasses "frozenset" which guarantees immutability.
FrozenDict instances are created with the same arguments used to initialize
regular dictionaries, and has all the same methods.
[in] >>> f = FrozenDict(x=3,y=4,z=5)
[in] >>> f['x']
[out] >>> 3
[in] >>> f['a'] = 0
[out] >>> TypeError: 'FrozenDict' object does not support item assignment
FrozenDict can accept un-hashable values, but FrozenDict is only hashable if its values are hashable.
[in] >>> f = FrozenDict(x=3,y=4,z=5)
[in] >>> hash(f)
[out] >>> 646626455
[in] >>> g = FrozenDict(x=3,y=4,z=[])
[in] >>> hash(g)
[out] >>> TypeError: unhashable type: 'list'
FrozenDict interacts with dictionary objects as though it were a dict itself.
[in] >>> original = dict(x=3,y=4,z=5)
[in] >>> frozen = FrozenDict(x=3,y=4,z=5)
[in] >>> original == frozen
[out] >>> True
FrozenDict supports bi-directional conversions with regular dictionaries.
[in] >>> original = {'x': 3, 'y': 4, 'z': 5}
[in] >>> FrozenDict(original)
[out] >>> FrozenDict({'x': 3, 'y': 4, 'z': 5})
[in] >>> dict(FrozenDict(original))
[out] >>> {'x': 3, 'y': 4, 'z': 5} '''
__slots__ = ()
def __new__(cls, orig={}, **kw):
if kw:
d = dict(orig, **kw)
items = map(Item, d.items())
else:
try:
items = map(Item, orig.items())
except AttributeError:
items = map(Item, orig)
return frozenset.__new__(cls, items)
def __repr__(self):
cls = self.__class__.__name__
items = frozenset.__iter__(self)
_repr = ', '.join(map(str,items))
return '%s({%s})' % (cls, _repr)
def __getitem__(self, key):
if key not in self:
raise KeyError(key)
diff = self.difference
item = diff(diff({key}))
key, value = set(item).pop()
return value
def get(self, key, default=None):
if key not in self:
return default
return self[key]
def __iter__(self):
items = frozenset.__iter__(self)
return map(lambda i: i.key, items)
def keys(self):
items = frozenset.__iter__(self)
return map(lambda i: i.key, items)
def values(self):
items = frozenset.__iter__(self)
return map(lambda i: i.value, items)
def items(self):
items = frozenset.__iter__(self)
return map(tuple, items)
def copy(self):
cls = self.__class__
items = frozenset.copy(self)
dupl = frozenset.__new__(cls, items)
return dupl
@classmethod
def fromkeys(cls, keys, value):
d = dict.fromkeys(keys,value)
return cls(d)
def __hash__(self):
kv = tuple.__hash__
items = frozenset.__iter__(self)
return hash(frozenset(map(kv, items)))
def __eq__(self, other):
if not isinstance(other, FrozenDict):
try:
other = FrozenDict(other)
except Exception:
return False
return frozenset.__eq__(self, other)
def __ne__(self, other):
return not self.__eq__(other)
if version == 2:
#Here are the Python2 modifications
class Python2(FrozenDict):
def __iter__(self):
items = frozenset.__iter__(self)
for i in items:
yield i.key
def iterkeys(self):
items = frozenset.__iter__(self)
for i in items:
yield i.key
def itervalues(self):
items = frozenset.__iter__(self)
for i in items:
yield i.value
def iteritems(self):
items = frozenset.__iter__(self)
for i in items:
yield (i.key, i.value)
def has_key(self, key):
return key in self
def viewkeys(self):
return dict(self).viewkeys()
def viewvalues(self):
return dict(self).viewvalues()
def viewitems(self):
return dict(self).viewitems()
#If this is Python2, rebuild the class
#from scratch rather than use a subclass
py3 = FrozenDict.__dict__
py3 = {k: py3[k] for k in py3}
py2 = {}
py2.update(py3)
dct = Python2.__dict__
py2.update({k: dct[k] for k in dct})
FrozenDict = type('FrozenDict', (frozenset,), py2)
O(log N)
complexity offrozenmap
is literal insanity. Is that a joke? That's not a joke, is it? PEP 603 should be casually dismissed on that basis alone. No further peer review is needed. A trivial pure-Pythonfrozendict
implementation that preservesO(1)
complexity already exists. I sigh. – Hymenopterous