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Kirill Smelkov
cpython
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ac062f79
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ac062f79
authored
Sep 09, 2015
by
Guido van Rossum
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Merge typing docs cleanup diff by Zach Ware from default back into 350 branch.
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03728fac
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Doc/library/typing.rst
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ac062f79
...
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@@ -20,8 +20,9 @@ The function below takes and returns a string and is annotated as follows::
def greeting(name: str) -> str:
return 'Hello ' + name
In the function `greeting`, the argument `name` is expected to by of type `str`
and the return type `str`. Subtypes are accepted as arguments.
In the function ``greeting``, the argument ``name`` is expected to by of type
:class:`str` and the return type :class:`str`. Subtypes are accepted as
arguments.
Type aliases
------------
...
...
@@ -49,8 +50,8 @@ For example::
It is possible to declare the return type of a callable without specifying
the call signature by substituting a literal ellipsis
for the list of arguments in the type hint: `
Callable[..., ReturnType]
`.
`
None` as a type hint is a special case and is replaced by `type(None)
`.
for the list of arguments in the type hint: `
`Callable[..., ReturnType]`
`.
`
`None`` as a type hint is a special case and is replaced by ``type(None)`
`.
Generics
--------
...
...
@@ -108,11 +109,12 @@ A user-defined class can be defined as a generic class.
def log(self, message: str) -> None:
self.logger.info('{}: {}'.format(self.name, message))
`Generic[T]` as a base class defines that the class `LoggedVar` takes a single
type parameter `T` . This also makes `T` valid as a type within the class body.
``Generic[T]`` as a base class defines that the class ``LoggedVar`` takes a
single type parameter ``T`` . This also makes ``T`` valid as a type within the
class body.
The
`Generic` base class uses a metaclass that defines `__getitem__` so that
`LoggedVar[t]
` is valid as a type::
The
:class:`Generic` base class uses a metaclass that defines
:meth:`__getitem__` so that ``LoggedVar[t]`
` is valid as a type::
from typing import Iterable
...
...
@@ -132,7 +134,7 @@ be constrained::
class StrangePair(Generic[T, S]):
...
Each type variable argument to `Generic` must be distinct.
Each type variable argument to
:class:
`Generic` must be distinct.
This is thus invalid::
from typing import TypeVar, Generic
...
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@@ -152,9 +154,9 @@ You can use multiple inheritance with `Generic`::
class LinkedList(Sized, Generic[T]):
...
Subclassing a generic class without specifying type parameters assumes
`Any`
for each position. In the following example, `MyIterable` is not generic but
implicitly inherits from `Iterable[Any]
`::
Subclassing a generic class without specifying type parameters assumes
:class:`Any` for each position. In the following example, ``MyIterable`` is
not generic but implicitly inherits from ``Iterable[Any]`
`::
from typing import Iterable
...
...
@@ -162,24 +164,24 @@ implicitly inherits from `Iterable[Any]`::
Generic metaclasses are not supported.
The `Any` type
--------------
The
:class:
`Any` type
--------------
-------
A special kind of type is
`Any`. Every type is a subtype of `Any`.
This is also true for the builtin type object. However, to the static typ
e
checker these are completely different.
A special kind of type is
:class:`Any`. Every type is a subtype of
:class:`Any`. This is also true for the builtin type object. However, to th
e
static type
checker these are completely different.
When the type of a value is
`object`, the type checker will reject almost all
operations on it, and assigning it to a variable (or using it as a return value)
of a more specialized type is a type error. On the other hand, when a value has
type `Any`, the type checker will allow all operations on it, and a value of
type `Any` can be assigned to a variable (or used as a return value) of a more
constrained type.
When the type of a value is
:class:`object`, the type checker will reject
almost all operations on it, and assigning it to a variable (or using it as a
return value) of a more specialized type is a type error. On the other hand,
when a value has type :class:`Any`, the type checker will allow all operations
on it, and a value of type :class:`Any` can be assigned to a variable (or used
as a return value) of a more
constrained type.
Default argument values
-----------------------
Use a literal ellipsis `
...
` to declare an argument as having a default value::
Use a literal ellipsis `
`...`
` to declare an argument as having a default value::
from typing import AnyStr
...
...
@@ -195,9 +197,10 @@ The module defines the following classes, functions and decorators:
Special type indicating an unconstrained type.
* Any object is an instance of `Any`.
* Any class is a subclass of `Any`.
* As a special case, `Any` and `object` are subclasses of each other.
* Any object is an instance of :class:`Any`.
* Any class is a subclass of :class:`Any`.
* As a special case, :class:`Any` and :class:`object` are subclasses of
each other.
.. class:: TypeVar
...
...
@@ -224,22 +227,22 @@ The module defines the following classes, functions and decorators:
return x if len(x) >= len(y) else y
The latter example's signature is essentially the overloading
of `
(str, str) -> str` and `(bytes, bytes) -> bytes
`. Also note
that if the arguments are instances of some subclass of `str`,
the return type is still plain `str`.
of `
`(str, str) -> str`` and ``(bytes, bytes) -> bytes`
`. Also note
that if the arguments are instances of some subclass of
:class:
`str`,
the return type is still plain
:class:
`str`.
At runtime, `
isinstance(x, T)` will raise
`TypeError`. In general,
`isinstance` and
`issublass` should not be used with types.
At runtime, `
`isinstance(x, T)`` will raise :exc:
`TypeError`. In general,
:func:`isinstance` and :func:
`issublass` should not be used with types.
Type variables may be marked covariant or contravariant by passing
`
covariant=True` or `contravariant=True
`. See :pep:`484` for more
`
`covariant=True`` or ``contravariant=True`
`. See :pep:`484` for more
details. By default type variables are invariant.
.. class:: Union
Union type; `
Union[X, Y]
` means either X or Y.
Union type; `
`Union[X, Y]`
` means either X or Y.
To define a union, use e.g. `
Union[int, str]
`. Details:
To define a union, use e.g. `
`Union[int, str]`
`. Details:
* The arguments must be types and there must be at least one.
...
...
@@ -259,37 +262,37 @@ The module defines the following classes, functions and decorators:
Union[int, str] == Union[str, int]
* If `Any` is present it is the sole survivor, e.g.::
* If
:class:
`Any` is present it is the sole survivor, e.g.::
Union[int, Any] == Any
* You cannot subclass or instantiate a union.
* You cannot write `
Union[X][Y]
`
* You cannot write `
`Union[X][Y]`
`
* You can use `
Optional[X]` as a shorthand for `Union[X, None]
`.
* You can use `
`Optional[X]`` as a shorthand for ``Union[X, None]`
`.
.. class:: Optional
Optional type.
`
Optional[X]` is equivalent to `Union[X, type(None)]
`.
`
`Optional[X]`` is equivalent to ``Union[X, type(None)]`
`.
.. class:: Tuple
Tuple type; `
Tuple[X, Y]
` is the is the type of a tuple of two items
Tuple type; `
`Tuple[X, Y]`
` is the is the type of a tuple of two items
with the first item of type X and the second of type Y.
Example: `
Tuple[T1, T2]
` is a tuple of two elements corresponding
to type variables T1 and T2. `
Tuple[int, float, str]
` is a tuple
Example: `
`Tuple[T1, T2]`
` is a tuple of two elements corresponding
to type variables T1 and T2. `
`Tuple[int, float, str]`
` is a tuple
of an int, a float and a string.
To specify a variable-length tuple of homogeneous type,
use literal ellipsis, e.g. `
Tuple[int, ...]
`.
use literal ellipsis, e.g. `
`Tuple[int, ...]`
`.
.. class:: Callable
Callable type; `
Callable[[int], str]
` is a function of (int) -> str.
Callable type; `
`Callable[[int], str]`
` is a function of (int) -> str.
The subscription syntax must always be used with exactly two
values: the argument list and the return type. The argument list
...
...
@@ -297,9 +300,9 @@ The module defines the following classes, functions and decorators:
There is no syntax to indicate optional or keyword arguments,
such function types are rarely used as callback types.
`
Callable[..., ReturnType]
` could be used to type hint a callable
taking any number of arguments and returning `
ReturnType
`.
A plain
`Callable` is equivalent to `Callable[..., Any]
`.
`
`Callable[..., ReturnType]`
` could be used to type hint a callable
taking any number of arguments and returning `
`ReturnType`
`.
A plain
:class:`Callable` is equivalent to ``Callable[..., Any]`
`.
.. class:: Generic
...
...
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