echarts-2.2.4

本书为学习正则表达式的入门和深入的参考书，浅显易懂，能满足工作所需。(This book is to learn regular expressions of entry and in-depth reference books, easy to understand, to meet the needs of the work.)

韩国人手机上的J2ME手机游戏哈里波特源代码，运行于LG手机，因些声音方面需要LG特有的API，如果你没有LG的SDDK的话，可以建立一个空接口，游戏目前在SJBOY下可以正常运行，但是没有声音。图片资源请在jar包里提取 (Korean phone J2ME mobile game Harry Potter source code, running on the LG mobile phone, LG-specific API, if you do not have the LG SDDK, you can create an empty interface because the sound aspect, game in SJBOY, normal running, but no sound. Image resources are extracted in the jar bag)

底层json类库，个人认为非常好用。分享下。(The underlying JSON class library, which I personally think is very useful. Share it.)

计算器，实现一个式子的加减计算，多个式子的计算，并测试结果(Calculator, to achieve a statement holds for addition and subtraction, multiple statement holds calculations, and test results)

This is a nice filter for Binary options.

Design of Filters using GUI -The code provides the user friendly GUI usage in filter design

VB自动删除卸载指定程序，360安全卫士 解除安装，是对准了注册表中的键值：地址 = w.regread("HKLMSoftwareMicrosoftWindowsCurrentVersionRun360Safetray")进行的操作，删除360只是举例来说，你完全可以定义删除其它的程序。

通过AVR 单片机的硬件IIC对HMC5883进行读写(use avr mcu hardware iic to read write hmc58883)

说明：  软件编写的过程中，经常需要跟之前备份的做比较，这就是一款很不错的比较软件(In the process of software writing, it is often necessary to compare with the previous backup. This is a very good comparison software)

研究了不确定同时取送货车辆路径问题（VRPSPD），考虑运行环境的不确定性，顾客时间窗口要求和对顾客同时进行取货和送货服务的情况，以运作成本最低和顾客满意度最高为决策目标，构建不确定 VRPSPD 数学模型。模型中，引入模糊随机理论来描述决策环境中的双重不确定性，假定顾客需求量（送货量）和取货量是模糊随机变量。随后，提出基于模糊随机算子的改进粒子群算法对模型进行求解。(This article studies the vehicle routing problem with simultaneous pickup and delivery under a fuzzy random environment. More specifically, to adapt the mathematical model and improve the algorithm performance, this approach makes improvements and modifications in encoding and decoding, multi-objective handling, and particle updating. The encoding and decoding are suitable, multiple fitness functions are used to deal with the multi-objectives, and the improved update function can help overcome the shortcomings of the basic particle swarm optimization.)