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单片机开发 mp270app.dsp This file (the project file) contains information at the project level and is used
mp270app.dsp
This file (the project file) contains information at the project level and
is used to build a single project or subproject. Other users can share the
project (.dsp) file, but they should export the makefiles locally.
mp270app.cpp
This is the main application source file.
数学计算 这是一个快速产生Gray码的方法,可以飞快地产生很大的Gray码序列.代码巧妙,高效.
这是一个快速产生Gray码的方法,可以飞快地产生很大的Gray码序列.代码巧妙,高效.
电子书籍 三篇level set 的经典论文 三本level set 的经典书籍
三篇level set 的经典论文
三本level set 的经典书籍
matlab例程 Zero-order-hold Intended for a senior-level course on the analysis and design of digital control sy
Zero-order-hold
Intended for a senior-level course on the analysis and design of digital control systems, the text is also useful for graduate students and practicing engineers who are learning state-space design techniques.
matlab例程 Upper gain margin Intended for a senior-level course on the analysis and design of digital control
Upper gain margin
Intended for a senior-level course on the analysis and design of digital control systems, the text is also useful for graduate students and practicing engineers who are learning state-space design techniques.
其他 一篇关于多level set 分割的经典论文
一篇关于多level set 分割的经典论文,作者是tony chan,里面加有注释
其他 启动程序BootLoader的分析(Level 200)
启动程序BootLoader的分析(Level 200),希望对大家学习有帮助,欢迎大家下载
嵌入式/单片机编程 使用Embeded Visual C++开发通讯终端及应用实例代码分析(Level 200)
使用Embeded Visual C++开发通讯终端及应用实例代码分析(Level 200),希望对大家学习有帮助,欢迎大家下载
Java编程 This the first release (version 0.0) of the Peersim high level P2P network simulator. This archi
This the first release (version 0.0) of the Peersim
high level P2P network simulator.
This archive contains the javadoc generated documentation,
and a java archive containing the simulator source and bytecode
and some examples.
数学计算 GNU Octave is a high-level language, primarily intended for numerical computations. It provides a c
GNU Octave is a high-level language, primarily intended for numerical
computations. It provides a convenient command line interface for
solving linear and nonlinear problems numerically.