##// END OF EJS Templates
support for unicode identifiers...
support for unicode identifiers This rewrites some of the regular expressions that are used to match Python identifiers, so that they are unicode compatible. In Python 3, identifiers can contain unicode characters as long as the first character is not numeric. Examples for the changes: • inputtransformer: ``` In [1]: π = 3.14 In [2]: π.is_integer? Object `is_integer` not found. ``` ---------- • namespace: ``` π.is_integ*? ``` or ``` In [1]: %psearch π.is_integ Python identifiers can only contain ascii characters. ``` ---------- • prefilter: ``` %autocall 1 φ = float get_ipython().prefilter("φ 3") # should be 'φ(3)', but returns 'φ 3' ``` ---------- • completerlib: If there is a file e.g. named `π.py` in the current directory, then ``` import IPython IPython.core.completerlib.module_list('.') # should contain module 'π' ```

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Raw Input in the Notebook.ipynb
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/ examples / IPython Kernel / Raw Input in the Notebook.ipynb

Using raw_input and %debug in the Notebook

The Notebook has added support for raw_input and %debug, as of 1.0.

In [1]:
# Python 3 compat
import sys
if sys.version_info[0] >= 3:
    raw_input = input
In [2]:
name = raw_input("What is your name? ")
name
What is your name? Sir Robin
Out[2]:
'Sir Robin'
In [3]:
def div(x, y):
    return x/y

div(1,0)
---------------------------------------------------------------------------
ZeroDivisionError                         Traceback (most recent call last)
<ipython-input-4-a5097cc0c0c5> in <module>()
      2     return x/y
      3 
----> 4 div(1,0)

<ipython-input-4-a5097cc0c0c5> in div(x, y)
      1 def div(x, y):
----> 2     return x/y
      3 
      4 div(1,0)

ZeroDivisionError: division by zero
In [4]:
%debug
> <ipython-input-4-a5097cc0c0c5>(2)div()
      1 def div(x, y):
----> 2     return x/y
      3 

ipdb> x
1
ipdb> y
0
ipdb> bt
  <ipython-input-4-a5097cc0c0c5>(4)<module>()
      1 def div(x, y):
      2     return x/y
      3 
----> 4 div(1,0)

> <ipython-input-4-a5097cc0c0c5>(2)div()
      1 def div(x, y):
----> 2     return x/y
      3 
      4 div(1,0)

ipdb> exit