When you have a dependency that has dependencies on global variables (like jQuery or lodash) or assumes that this is bound to window, you can use the imports-loaderto provide those dependencies explicitly.

In case there is one dependency that we use need lodash, but didn't includes lodash as dependency.

One way to solve the problem is that we can include lodash as denpedency in our application.

Another way is expose lodash to that library, to do that, you need to Install:

npm i -D imports-loader

Add to webpack config:

        {
test: require.resolve('./src/js/non_node_modules/sweet-lodash-mixins'),
loader: 'imports?_=lodash'
}

[Webpack 2] Expose modules to dependencies with Webpack的更多相关文章

  1. webpack async load modules & dynamic code splitting

    webpack async load modules & dynamic code splitting webpack 按需/异步加载/Code Splitting webpack loade ...

  2. webpack入门(二)what is webpack

    webpack is a module bundler.webpack是一个模块打包工具,为了解决上篇一提到的各种模块加载或者转换的问题. webpack takes modules with dep ...

  3. Webpack+React项目入门——入门及配置Webpack

    一.入门Webpack 参考文章:<入门Webpack,看这篇就够了> 耐心看完这篇非常有帮助 二.React+Webpack环境配置 参考文章:<webpack+react项目初体 ...

  4. webpack构建多页面react项目(webpack+typescript+react)

    目录介绍 src:里面的每个文件夹就是一个页面,页面开发相关的组件.图片和样式文件就存放在对应的文件夹下. tpl:里面放置模板文件,当webpack打包时为html-webpack-plugin插件 ...

  5. webpack安装低于4版本(没有配置webpack.config.js)

    webpack安装低于4版本(没有配置webpack.config.js) webpack 无需配置输出参数-o 低版本  1.初始化项目 npm init -y 初始化项目 2.安装webpack@ ...

  6. [Webpack + React] Import CSS Modules with TypeScript and webpack

    If you try to use CSS Modules in TypeScript the same way you would use them in JavaScript, with webp ...

  7. [Webpack 2] Grouping vendor files with the Webpack CommonsChunkPlugin

    Often, you have dependencies which you rarely change. In these cases, you can leverage the CommonsCh ...

  8. 【Webpack】373- 一看就懂之 webpack 高级配置与优化

    本文原载于 SegmentFault 社区专栏 前海拾贝 作者:JS_Even_JS 一.打包多页面应用 所谓打包多页面,就是同时打包出多个 html 页面,打包多页面也是使用 html-webpac ...

  9. Webpack学习笔记一:What is webpack

      #,Loaders干嘛的,webpack can only process JavaScript natively, but loaders are used to transform other ...

随机推荐

  1. 【HDU 3038】 How Many Answers Are Wrong (带权并查集)

    How Many Answers Are Wrong Problem Description TT and FF are ... friends. Uh... very very good frien ...

  2. Lucas定理及其应用

    Lucas定理这里有详细的证明. 其实就是针对n, m很大时,要求组合数C(n, m) % p, 一般来说如果p <= 10^5,那么就能很方便的将n,m转化为10^5以下这样就可以按照乘法逆元 ...

  3. SPRING IN ACTION 第4版笔记-第八章Advanced Spring MVC-003-Pizza例子的基本流程

    一. 1. 2.pizza-flow.xml <?xml version="1.0" encoding="UTF-8"?> <flow xml ...

  4. [HDU 1565+1569] 方格取数

    HDU 1565 方格取数(1) Time Limit: 10000/5000 MS (Java/Others)    Memory Limit: 32768/32768 K (Java/Others ...

  5. OpenLayers 项目完整分析——(二)源代码总体结构分析

    转自:http://www.cnblogs.com/lzlynn/archive/2008/07/29/1255848.html 二)源代码总体结构分析 通过前面的项目介绍,我们大概已经知道Openl ...

  6. uniq linux下去除重复行命令

    一,uniq干什么用的 文本中的重复行,基本上不是我们所要的,所以就要去除掉.linux下有其他命令可以去除重复行,但是我觉得uniq还是比较方便的一个.使用uniq的时候要注意以下二点 1,对文本操 ...

  7. leecode 树的平衡判定 java

    以前写过c++版本的,感觉java写的好舒心啊/** * Definition for binary tree * public class TreeNode { * int val; * TreeN ...

  8. bzoj 1924 [Sdoi2010]所驼门王的宝藏(构图,SCC,DP)

    Description Input 第一行给出三个正整数 N, R, C. 以下 N 行,每行给出一扇传送门的信息,包含三个正整数xi, yi, Ti,表示该传送门设在位于第 xi行第yi列的藏宝宫室 ...

  9. Bzoj 1562: [NOI2009]变换序列 匈牙利算法,二分图匹配

    题目: http://cojs.tk/cogs/problem/problem.php?pid=409 409. [NOI2009]变换序列 ★★☆   输入文件:transform.in   输出文 ...

  10. A题进行时--浙大PAT 1001-1010

    pat链接:http://pat.zju.edu.cn 1 #include<stdio.h> 2 int main(){ 3 int a,b; 4 int c; 5 while(scan ...