资源列表
Tree
- 二叉树的实现例如：遍历，插入删除，更新，插入节点等操作(The implementation of two forked trees, such as traversing, inserting delete, updating, inserting nodes, and so on)
OpenGLframe
- MFC下建立opengl框架，简单易学，有明确的注释(Building a OpenGL framework with MFC)
norfs.tar
- nor flash文件系统,支持ARM平台下，已经大量使用。(nor flash file system)
AN5413SW
- S32K144 Cookbook example code.
S32K144_EVB_FlexIO_UART
- S32K144 FLEXIO for software UART code
AN5213SW
- S9KEA128 Cookbook code
LPIT_init_S32K144
- S32K144 LPIT init code
AN5400SW
- S9KEA128 bootloader code
推箱子3
- 玩的,可以自己看，纯属凑字数的，嘿嘿，不是原创，谢谢(play isn't original we swallow it and get going with our lives)
classification.cpp.tar
- car-evaluation 贝叶斯分类代码 c++版(Bias classification code c++ Edition)
AliPaySDK
- 支付宝支付，用于支付宝接口对接，说明 详细，功能完善(Alipay paid for Alipay interface docking, detailed descr iption, complete function)
jitu
- 鸡兔同笼关系式：鸡的数量×2+兔的数量×4=腿的数量 质疑：如果知道了腿的总数能知道鸡兔各几只吗 引出课题：早在1500多年前，我国古代的数学家就在《孙子算经》中提出了这样有意思的题目，今天我们就一起来研究。(Chicken with rabbit cage equation: the number of chickens * 2 + the number of rabbit * 4 = the number of legs Question: if you know the total