ipython notebook install
1.python install (ubuntut系统默认2.7.x)
Github: https://github.com/ipython/ipython
2.sudo apt-get install ipython
3. sudo apt-get install ipython-notebook
4.install pyzmq
1)download zeromq : http://zeromq.org/bindings:python
./configure
install
sudo make install
sudo ldconfig
2)download pyzmq: https://pypi.python.org/pypi/pyzmq 或 https://github.com/zeromq/pyzmq
python setup.py build_ext --inplace (没通过提示缺少信赖)
sudo apt-get install Cython (解决上述问题)
python setup.py build_ext --inplace
sudo python setup.py install
python -c "import zmq"
5.download tornado: https://github.com/tornadoweb/tornado
python setup.py build
sudo python setup.py install
6.ipython notebook :在web端打开
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" alt="" width="672" height="173" />
7.数据分析工具MathJax: https://github.com/mathjax/mathjax
在ipython下输入:
from IPython.external.mathjax import install_mathjax
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