在vim编辑器中实现python的tab补全

时间:2023-03-09 16:43:07
在vim编辑器中实现python的tab补全

在vim编辑器中实现python的tab补全

在vim编辑器中实现python tab补全插件有Pydiction,Pydiction可以实现下面python代码的自动补全:
1.简单python关键词补全
2.python函数补全带括号
3.python模块补全
4.python模块内函数,变量补全
5.from module import sub-module补全
第一步:安装配置pydiction
$ wget https://github.com/rkulla/pydiction/archive/master.zip
$ unzip master.zip
$ mv pydiction-master pydiction
$ mkdir -p ~/.vim/tools/pydiction
$ cp -r pydiction/after ~/.vim
$ cp pydiction/complete-dict ~/.vim/tools/pydiction

  

确保文件结构如下:
$ tree ~/.vim
/root/.vim
├── after
│ └── ftplugin
│ └── python_pydiction.vim
└── tools
└── pydiction
└── complete-dict

  

第二步:创建~/.vimrc,确保其中内容如下:
$ vim ~/.vimrc
filetype plugin on
let g:pydiction_location = '~/.vim/tools/pydiction/complete-dict'
第三步:用vim编辑一个py文件,再输入函数时按tab补全,这时候应该出现提示,证明成功,如下图:
在vim编辑器中实现python的tab补全aaarticlea/png;base64,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" alt="" />
在vim编辑器中实现python的tab补全aaarticlea/png;base64,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" 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