Replace List -> list

Author: james-d-mitchell

docs/source/data-structures/elements/matrix/matrix.rst

@@ -201,7 +201,7 @@ The Matrix class
     Instances of this class implement matrices over the semirings listed
     above in :any:`MatrixKind`.
 
-    .. py:method:: __init__(self: Matrix, kind: MatrixKind, rows: List[List[int | POSITIVE_INFINITY | NEGATIVE_INFINITY]]) -> None
+    .. py:method:: __init__(self: Matrix, kind: MatrixKind, rows: list[list[int | POSITIVE_INFINITY | NEGATIVE_INFINITY]]) -> None
        :noindex:
 
        Construct a matrix from rows.
@@ -210,7 +210,7 @@ The Matrix class
        :type kind: MatrixKind
 
        :param rows: the rows of the matrix.
-       :type rows: List[List[int | POSITIVE_INFINITY | NEGATIVE_INFINITY]]
+       :type rows: list[list[int | POSITIVE_INFINITY | NEGATIVE_INFINITY]]
 
        :raise RunTimeError: if *kind* is
             :py:attr:`MatrixKind.MaxPlusTrunc`,
@@ -225,7 +225,7 @@ The Matrix class
          the underlying semiring.
 
 
-    .. py:method:: __init__(self: Matrix, kind: MatrixKind, threshold: int, rows: List[List[int | POSITIVE_INFINITY | NEGATIVE_INFINITY]]) -> None
+    .. py:method:: __init__(self: Matrix, kind: MatrixKind, threshold: int, rows: list[list[int | POSITIVE_INFINITY | NEGATIVE_INFINITY]]) -> None
        :noindex:
 
        Construct a matrix from threshold and rows.
@@ -237,7 +237,7 @@ The Matrix class
        :type threshold: int
 
        :param rows: the rows of the matrix.
-       :type rows: List[List[int | POSITIVE_INFINITY | NEGATIVE_INFINITY]]
+       :type rows: list[list[int | POSITIVE_INFINITY | NEGATIVE_INFINITY]]
 
        :raise RunTimeError: if *kind* is not
             :py:attr:`MatrixKind.MaxPlusTrunc`, or
@@ -251,7 +251,7 @@ The Matrix class
          the underlying semiring.
 
 
-    .. py:method:: __init__(self: Matrix, kind: MatrixKind, threshold: int, period: int, rows: List[List[int | POSITIVE_INFINITY | NEGATIVE_INFINITY]]) -> None
+    .. py:method:: __init__(self: Matrix, kind: MatrixKind, threshold: int, period: int, rows: list[list[int | POSITIVE_INFINITY | NEGATIVE_INFINITY]]) -> None
        :noindex:
 
        Construct a matrix from rows.
@@ -266,7 +266,7 @@ The Matrix class
        :type period: int
 
        :param rows: the rows of the matrix.
-       :type rows: List[List[int | POSITIVE_INFINITY | NEGATIVE_INFINITY]]
+       :type rows: list[list[int | POSITIVE_INFINITY | NEGATIVE_INFINITY]]
 
        :raise RunTimeError: if *kind* is not :py:attr:`MatrixKind.NTP`.
 
@@ -438,12 +438,12 @@ The Matrix class
          if *i* is greater than or equal to :any:`number_of_rows`.
 
 
-    .. py:method:: rows(self: Matrix) -> List[Matrix]
+    .. py:method:: rows(self: Matrix) -> list[Matrix]
 
        Returns a list of all rows of a matrix.
 
        :returns: A list of the rows.
-       :rtype: List[Matrix]
+       :rtype: list[Matrix]
 
 
     .. py:method:: scalar_one(self: Matrix) -> int

docs/source/data-structures/presentations/index.rst

@@ -25,7 +25,7 @@ of the type :any:`int`, words will be lists of :any:`int` types.
 be changed.**
 
 In what follows, we will use the pseudo-types ``Letter`` and ``Word`` instead of
-``str | int`` and ``str | List[int]`` to further indicate that two types of
+``str | int`` and ``str | list[int]`` to further indicate that two types of
 letters and words cannot be interchanged once a presentation is constructed.
 
 All of the classes for finitely presented semigroups and monoids in

docs/source/data-structures/presentations/inverse-present.rst

@@ -24,7 +24,7 @@ Types
 In what follows, we use the following pseudo-types:
 
     - ``Letter`` for ``str | int``
-    - ``Word`` for ``str | List[int]``
+    - ``Word`` for ``str | list[int]``
 
 Recall that, once a presentation has been constructed, the type of its letters
 and words are fixed.

docs/source/data-structures/presentations/present-helpers.rst

@@ -21,7 +21,7 @@ Types
 In what follows, we use the following pseudo-types:
 
     - ``Letter`` for ``str | int``
-    - ``Word`` for ``str | List[int]``
+    - ``Word`` for ``str | list[int]``
 
 Recall that, once a presentation has been constructed, the type of its letters
 and words are fixed.

docs/source/data-structures/presentations/present.rst

@@ -24,7 +24,7 @@ Types
 In what follows, we use the following pseudo-types:
 
     - ``Letter`` for ``str | int``
-    - ``Word`` for ``str | List[int]``
+    - ``Word`` for ``str | list[int]``
 
 Recall that, once a presentation has been constructed, the type of its letters
 and words are fixed.

docs/source/data-structures/presentations/to-inverse-present.rst

@@ -96,8 +96,8 @@ Additionally, specify one of the following for *Return*:
 
     - ``(InversePresentation, str)`` for constructing an
     - :any:`InversePresentation` over words of type ``str``.
-    - ``(InversePresentation, List[int])`` for constructing an
-      :any:`InversePresentation` over words of type ``List[int]``.
+    - ``(InversePresentation, list[int])`` for constructing an
+      :any:`InversePresentation` over words of type ``list[int]``.
 
 This function behaves in one of two ways, depending on type of words in *p*, and
 the type of words specified in *Return*:
@@ -106,7 +106,7 @@ the type of words specified in *Return*:
        are not the same, this function returns an :any:`InversePresentation`
        equivalent to the input :any:`InversePresentation` *ip* but with words a
        different type (for example, can be used to convert from ``str`` to
-       ``List[int]``).
+       ``list[int]``).
     2. When the type of words in *ip* and type of words specified in *Return*
        are the same, this function just returns its argument *ip*, and is
        included solely for the purpose of simplifying certain client code, where
@@ -116,7 +116,7 @@ the type of words specified in *Return*:
 If the alphabet of of *ip* is :math:`\{a_0, a_1, \dots a_{n-1}\}`, where each
 letter is of type ``str``, then the conversion from one type to another is
 :math:`a_i \mapsto` ``human_readable_index(a_i)``. Conversely, if each letter is
-of type ``List[int]``, then the conversion from one type to another is
+of type ``list[int]``, then the conversion from one type to another is
 :math:`a_i \mapsto` ``human_readable_letter(a_i)``.
 
 This function throws a :any:`LibsemigroupsError` if the type of words in *ip* is
@@ -131,7 +131,6 @@ not the same as that specified in *Return* and
 
 .. doctest:: Python
 
-    >>> from typing import List
     >>> from libsemigroups_pybind11 import presentation, Presentation, to
 
     >>> ip = InversePresentation('abc')
@@ -143,7 +142,7 @@ not the same as that specified in *Return* and
     >>> ip == to(ip, Return=(InversePresentation, str))
     True
 
-    >>> iq = to(ip, Return=(InversePresentation, List[int]))
+    >>> iq = to(ip, Return=(InversePresentation, list[int]))
     >>> iq.alphabet()
     [0, 1, 2]
     >>> iq.inverses()
@@ -169,8 +168,8 @@ Additionally, specify one of the following for *Return*:
 
     - ``(InversePresentation, str)`` for constructing an
       :any:`InversePresentation` over words of type ``str``.
-    - ``(InversePresentation, List[int])`` for constructing a
-      :any:`InversePresentation` over words of type ``List[int]``.
+    - ``(InversePresentation, list[int])`` for constructing a
+      :any:`InversePresentation` over words of type ``list[int]``.
 
 This function returns an :any:`InversePresentation` equivalent to the input
 :any:`InversePresentation` *ip* but over words with letters of a different type

docs/source/data-structures/presentations/to-present.rst

@@ -46,16 +46,16 @@ Additionally, specify one of the following for *Return*:
 
     - ``(Presentation, str)`` for constructing a :any:`Presentation` over words
       of type ``str``.
-    - ``(Presentation, List[int])`` for constructing a :any:`Presentation` over
-      words of type ``List[int]``.
+    - ``(Presentation, list[int])`` for constructing a :any:`Presentation` over
+      words of type ``list[int]``.
 
 This function behaves in one of two ways, depending on type of words in *p*, and
 the type of words specified in *Return*:
 
     1. When the type of words in *p* and type of words specified in *Return* are
        not the same, this function returns a :any:`Presentation` equivalent to
        the input :any:`Presentation` *p* but with words a different type (for
-       example, can be used to convert from ``str`` to ``List[int]``).
+       example, can be used to convert from ``str`` to ``list[int]``).
     2. When the type of words in *p* and type of words specified in *Return* are
        the same, this function just returns its argument *p*, and is included
        solely for the purpose of simplifying certain client code, where
@@ -65,7 +65,7 @@ the type of words specified in *Return*:
 If the alphabet of of *p* is :math:`\{a_0, a_1, \dots a_{n-1}\}`, where each
 letter is of type ``str``, then the conversion from one type to another is
 :math:`a_i \mapsto` ``human_readable_index(a_i)``. Conversely, if each letter is
-of type ``List[int]``, then the conversion from one type to another is
+of type ``list[int]``, then the conversion from one type to another is
 :math:`a_i \mapsto` ``human_readable_letter(a_i)``.
 
 This function throws a :any:`LibsemigroupsError` if the type of words in *p* is
@@ -80,7 +80,6 @@ not the same as that specified in *Return*, and
 
 .. doctest:: Python
 
-    >>> from typing import List
     >>> from libsemigroups_pybind11 import presentation, Presentation, to
 
     >>> p = Presentation('abcdef')
@@ -91,7 +90,7 @@ not the same as that specified in *Return*, and
     >>> p == to(p, Return=(Presentation, str))
     True
 
-    >>> q = to(p, Return=(Presentation, List[int]))
+    >>> q = to(p, Return=(Presentation, list[int]))
     >>> q.alphabet()
     [0, 1, 2, 3, 4, 5]
     >>> q.rules
@@ -116,8 +115,8 @@ Additionally, specify one of the following for *Return*:
 
     - ``(Presentation, str)`` for constructing a :any:`Presentation` over words
       of type ``str``.
-    - ``(Presentation, List[int])`` for constructing a :any:`Presentation` over
-      words of type ``List[int]``.
+    - ``(Presentation, list[int])`` for constructing a :any:`Presentation` over
+      words of type ``list[int]``.
 
 This function returns a :any:`Presentation` equivalent to the input
 :any:`Presentation` *p* but over words with letters of a different type (for
@@ -136,7 +135,6 @@ specified in *Return*.
 
 .. doctest:: Python
 
-    >>> from typing import List
     >>> from libsemigroups_pybind11 import presentation, Presentation, to
 
     >>> p = Presentation([0, 2, 4, 6])
@@ -149,7 +147,7 @@ specified in *Return*.
     >>> q = to(
     ...    p,                               # p
     ...    double,                          # f
-    ...    Return=(Presentation, List[int])
+    ...    Return=(Presentation, list[int])
     ... )
     >>> q.alphabet()
     [0, 4, 8, 12]
@@ -173,8 +171,8 @@ Additionally, specify one of the following for *Return*:
       the same type as that in *kb*.
     - ``(Presentation, str)`` for constructing a :any:`Presentation` over words
       of type ``str``.
-    - ``(Presentation, List[int]`` for constructing a :any:`Presentation` over
-      words of type ``List[int]``.
+    - ``(Presentation, list[int]`` for constructing a :any:`Presentation` over
+      words of type ``list[int]``.
 
 This function constructs and returns a :any:`Presentation` object using the
 currently active rules of *kb*.
@@ -230,8 +228,8 @@ Additionally, specify the following for *Return*:
 
     - ``(Presentation, str)`` for constructing a :any:`Presentation` over words
       of type ``str``.
-    - ``(Presentation, List[int])`` for constructing a :any:`Presentation` over
-      words of type ``List[int]``.
+    - ``(Presentation, list[int])`` for constructing a :any:`Presentation` over
+      words of type ``list[int]``.
 
 This function constructs and returns a :any:`Presentation` object using the
 rules of a :any:`FroidurePin` object.

docs/source/main-algorithms/congruence/to-cong.rst

@@ -46,8 +46,8 @@ Additionally, specify one of the following tuples for *Return*:
 
     - ``(Congruence, str)`` for constructing a :any:`Congruence` on words of
       type ``str``; or
-    - ``(Congruence, List[int])`` for constructing a :any:`Congruence` on words
-      of type ``List[int]``.
+    - ``(Congruence, list[int])`` for constructing a :any:`Congruence` on words
+      of type ``list[int]``.
 
 This function converts the :any:`FroidurePin` object *fpb* into a
 :any:`Congruence` object using the :any:`WordGraph` *wg* (which should be either

docs/source/main-algorithms/knuth-bendix/to-knuth-bendix.rst

@@ -157,28 +157,26 @@ Additionally, specify one of the following for *Return*:
     - ``(KnuthBendix, str, 'RewriteTrie')`` for constructing a
       :any:`KnuthBendix` on words with type ``str`` using the ``RewriteTrie'``
       rewriter.
-    - ``(KnuthBendix, List[int], 'RewriteTrie')`` for constructing a
-      :any:`KnuthBendix` on words with type ``List[int]`` using the
+    - ``(KnuthBendix, list[int], 'RewriteTrie')`` for constructing a
+      :any:`KnuthBendix` on words with type ``list[int]`` using the
       ``RewriteTrie'`` rewriter.
     - ``(KnuthBendix, str, 'RewriteFromLeft')`` for constructing a
       :any:`KnuthBendix` on words with type ``str`` using the
       ``RewriteFromLeft'`` rewriter.
-    - ``(KnuthBendix, List[int], 'RewriteFromLeft')`` for constructing a
-      :any:`KnuthBendix` on words with type ``List[int]`` using the
+    - ``(KnuthBendix, list[int], 'RewriteFromLeft')`` for constructing a
+      :any:`KnuthBendix` on words with type ``list[int]`` using the
       ``RewriteFromLeft'`` rewriter.
 
 This function converts a :any:`FroidurePin` object *fpb* to a :any:`KnuthBendix`
 object with the word type and rewriter as specified above. This is done using
 the presentation obtained from ``to(fpb, Return=(Presentation, Word)`` where
-``Word`` is either ``str`` or ``List[int]``.
+``Word`` is either ``str`` or ``list[int]``.
 
 This returned :any:`KnuthBendix` object represents the trivial congruence over
 the semigroup defined by *fpb*.
 
 .. doctest:: Python
 
-    >>> from typing import List
-
     >>> from libsemigroups_pybind11 import (
     ...     Bipartition,
     ...     congruence_kind,
@@ -198,7 +196,7 @@ the semigroup defined by *fpb*.
     >>> kb = to(
     ...     congruence_kind.twosided,                           # knd
     ...     S,                                                  # tc
-    ...     Return=(KnuthBendix, List[int], 'RewriteFromLeft')
+    ...     Return=(KnuthBendix, list[int], 'RewriteFromLeft')
     ... )
     >>> kb.run()
 

docs/source/main-algorithms/todd-coxeter/to-todd-coxeter.rst

@@ -48,8 +48,8 @@ Additionally, specify one of the following for *Return*:
 
     - ``(ToddCoxeter, str)`` for constructing a :any:`ToddCoxeter` on words with
       type ``str``.
-    - ``(ToddCoxeter, List[int])`` for constructing a :any:`ToddCoxeter` on
-      words with type ``List[int]``.
+    - ``(ToddCoxeter, list[int])`` for constructing a :any:`ToddCoxeter` on
+      words with type ``list[int]``.
 
 This function converts the :any:`FroidurePin` object *fpb* into a
 :any:`ToddCoxeter` object using the :any:`WordGraph` *wg* (which should be