doc: Update help() outputs

src/doc/de/tutorial/interactive_shell.rst

@@ -621,15 +621,25 @@ um eine manpage-artige Hilfe zu bekommen.
 ::
 
     sage: help(VectorSpace)
-    Help on class VectorSpace ...
-
-    class VectorSpace(__builtin__.object)
-     |  Create a Vector Space.
-     |
-     |  To create an ambient space over a field with given dimension
-     |  using the calling syntax ...
-     :
-     :
+    Help on function VectorSpace in module sage.modules.free_module:
+
+    VectorSpace(K, dimension_or_basis_keys=None, sparse=False, inner_product_matrix=None, *,
+                with_basis='standard', dimension=None, basis_keys=None, **args)
+    EXAMPLES:
+
+    The base can be complicated, as long as it is a field.
+
+    ::
+
+        sage: V = VectorSpace(FractionField(PolynomialRing(ZZ,'x')),3)
+        sage: V
+        Vector space of dimension 3 over Fraction Field of Univariate Polynomial Ring in x
+         over Integer Ring
+        sage: V.basis()
+        [
+        (1, 0, 0),
+        (0, 1, 0),
+    --More--
 
 Wenn Sie ``q`` drücken um das Hilfesystem zu verlassen, kommen Sie genau
 dahin zurück, wo Sie Ihre Sitzung verlassen haben. Die ``help`` Anzeige

src/doc/en/constructions/interface_issues.rst

@@ -132,34 +132,23 @@ returns
 
 .. CODE-BLOCK:: text
 
-    Help on function Matrix in module sage.matrix.constructor:
-
-    Matrix(R, nrows, ncols, entries = 0, sparse = False)
-        Create a matrix.
-
-        INPUT:
-            R -- ring
-            nrows -- int; number of rows
-            ncols -- int; number of columns
-            entries -- list; entries of the matrix
-            sparse -- bool (default: False); whether or not to store matrices as sparse
-        OUTPUT:
-            a matrix
-
-        EXAMPLES:
-            sage: Matrix(RationalField(), 2, 2, [1,2,3,4])
-            [1 2]
-            [3 4]
-
-            sage: Matrix(FiniteField(5), 2, 3, range(6))
-            [0 1 2]
-            [3 4 0]
-
-            sage: Matrix(IntegerRing(), 10, 10, range(100)).parent()
-            Full MatrixSpace of 10 by 10 dense matrices over Integer Ring
-
-            sage: Matrix(IntegerRing(), 10, 10, range(100), sparse = True).parent()
-            Full MatrixSpace of 10 by 10 sparse matrices over Integer Ring
+    Help on cython_function_or_method in module sage.matrix.constructor:
+
+    matrix(*args, **kwds)
+        matrix(*args, **kwds)
+        File: sage/matrix/constructor.pyx (starting at line 21)
+
+            Create a matrix.
+
+            This implements the ``matrix`` constructor::
+
+                sage: matrix([[1,2],[3,4]])
+                [1 2]
+                [3 4]
+
+            It also contains methods to create special types of matrices, see
+            ``matrix.[tab]`` for more options. For example::
+    --More--
 
 in a new screen. Type q to return to the Sage screen.
 

src/doc/en/tutorial/interactive_shell.rst

@@ -669,15 +669,25 @@ manpage-like help file about a given class.
 ::
 
     sage: help(VectorSpace)
-    Help on class VectorSpace ...
-
-    class VectorSpace(__builtin__.object)
-     |  Create a Vector Space.
-     |
-     |  To create an ambient space over a field with given dimension
-     |  using the calling syntax ...
-     :
-     :
+    Help on function VectorSpace in module sage.modules.free_module:
+
+    VectorSpace(K, dimension_or_basis_keys=None, sparse=False, inner_product_matrix=None, *,
+                with_basis='standard', dimension=None, basis_keys=None, **args)
+    EXAMPLES:
+
+    The base can be complicated, as long as it is a field.
+
+    ::
+
+        sage: V = VectorSpace(FractionField(PolynomialRing(ZZ,'x')),3)
+        sage: V
+        Vector space of dimension 3 over Fraction Field of Univariate Polynomial Ring in x
+         over Integer Ring
+        sage: V.basis()
+        [
+        (1, 0, 0),
+        (0, 1, 0),
+    --More--
 
 When you type ``q`` to exit the help system, your session appears
 just as it was. The help listing does not clutter up your session,

src/doc/fr/tutorial/interactive_shell.rst

@@ -396,7 +396,7 @@ magiques » :
   exemple ``.profile``). La commande ``%edit`` à l'invite de Sage ouvrira
   l'éditeur sélectionné. Vous pouvez alors par exemple saisir une définition de
   fonction::
-  
+
     def some_function(n):
         return n**2 + 3*n + 2
 
@@ -679,15 +679,25 @@ classe.
 ::
 
     sage: help(VectorSpace)
-    Help on class VectorSpace ...
-
-    class VectorSpace(__builtin__.object)
-     |  Create a Vector Space.
-     |
-     |  To create an ambient space over a field with given dimension
-     |  using the calling syntax ...
-     :
-     :
+    Help on function VectorSpace in module sage.modules.free_module:
+
+    VectorSpace(K, dimension_or_basis_keys=None, sparse=False, inner_product_matrix=None, *,
+                with_basis='standard', dimension=None, basis_keys=None, **args)
+    EXAMPLES:
+
+    The base can be complicated, as long as it is a field.
+
+    ::
+
+        sage: V = VectorSpace(FractionField(PolynomialRing(ZZ,'x')),3)
+        sage: V
+        Vector space of dimension 3 over Fraction Field of Univariate Polynomial Ring in x
+         over Integer Ring
+        sage: V.basis()
+        [
+        (1, 0, 0),
+        (0, 1, 0),
+    --More--
 
 Pour quitter la page d'aide, appuyez sur ``q``. Votre session revient à
 l'écran comme elle était : contrairement à la sortie de ``fonction?``,

src/doc/ja/tutorial/interactive_shell.rst

@@ -154,7 +154,7 @@ IPythonについてもっと知りたければ、Sageプロンプトで ``?`` 
 
 Sageセッションのロギングと，セッションの保存(:ref:`section-save` 節を参照)は同じことではない．
 入力のログをとるには， ``logstart`` コマンドを使う(オプションで出力のログも可能だ)．
-詳細については ``logstart?`` と入力してみてほしい． 
+詳細については ``logstart?`` と入力してみてほしい．
 ``logstart`` を使えば，全ての入力と出力のログを残し，将来のセッション時に(そのログファイルをリロードしてやるだけで)入力を再生することも可能になる．
 
 .. skip
@@ -379,11 +379,11 @@ IPythonトリック
 
 
 IPythonのクイック レファレンスガイドを見たければ， ``%quickref`` と入力する．
-執筆時点(2011年4月)ではSageはIPythonのバージョン0.9.1を採用しており， `documentation for its magic commands 
+執筆時点(2011年4月)ではSageはIPythonのバージョン0.9.1を採用しており， `documentation for its magic commands
 <http://ipython.org/ipython-doc/dev/interactive/tutorial.html#magic-functions>`_
 はオンラインで読むことができる．
 マジックコマンドの，ちょっと進んだ機能群についてはIPythonの `ここ
-<http://ipython.org/ipython-doc/stable/interactive/reference.html#magic-command-system>`_ 
+<http://ipython.org/ipython-doc/stable/interactive/reference.html#magic-command-system>`_
 で文書化されているのが見つかるはずだ．
 
 
@@ -452,7 +452,7 @@ Sageに戻るには，Ctrl-Dか ``quit`` を入力する．
 =================================
 
 *遡行検索*: コマンドの冒頭部を打ち込んでから ``Ctrl-p``  (または上向き矢印キー)を押すと，冒頭部が一致する過去の入力行を全て呼び出すことができる．
-この機能は，Sageをいったん終了し再起動してからでも有効である． 
+この機能は，Sageをいったん終了し再起動してからでも有効である．
 ``Ctrl-r`` を入力すれば，入力ヒストリを逆方向に検索することも可能だ．
 この入力行の検索と再利用機能は全て ``readline``  パッケージを経由しており，ほとんどのLinux系システム上で利用できるはずだ．
 
@@ -610,15 +610,25 @@ Sageの特長の一つは，総合的なヘルプ機能の装備である．
 ::
 
     sage: help(VectorSpace)
-    Help on class VectorSpace ...
+    Help on function VectorSpace in module sage.modules.free_module:
 
-    class VectorSpace(__builtin__.object)
-     |  Create a Vector Space.
-     |
-     |  To create an ambient space over a field with given dimension
-     |  using the calling syntax ...
-     :
-     :
+    VectorSpace(K, dimension_or_basis_keys=None, sparse=False, inner_product_matrix=None, *,
+                with_basis='standard', dimension=None, basis_keys=None, **args)
+    EXAMPLES:
+
+    The base can be complicated, as long as it is a field.
+
+    ::
+
+        sage: V = VectorSpace(FractionField(PolynomialRing(ZZ,'x')),3)
+        sage: V
+        Vector space of dimension 3 over Fraction Field of Univariate Polynomial Ring in x
+         over Integer Ring
+        sage: V.basis()
+        [
+        (1, 0, 0),
+        (0, 1, 0),
+    --More--
 
 
 ``q`` と入力してヘルプを終えると，中断前のセッション画面がそのまま復帰する．
@@ -647,10 +657,10 @@ Sageの特長の一つは，総合的なヘルプ機能の装備である．
 ..
    #. **Save your Game:** Only support saving and loading of complete
       sessions (e.g., GAP, Magma).
-   
+
    #. **Unified Input/Output:** Make every object print in a way that
       can be read back in (GP/PARI).
-   
+
    #. **Eval**: Make it easy to evaluate arbitrary code in the
       interpreter (e.g., Singular, PARI).