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系统设计方案 osg中using two independent camera to veiw a scene

osg中using two independent camera to veiw a scene
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其他书籍 Windows NT/2000 Debugging Using the Built-In Kernel Debugger (i386kd)

Windows NT/2000 Debugging Using the Built-In Kernel Debugger (i386kd)
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Java编程 Write a Java program that demonstrates a high priority thread using sleep to give lower priority thr

Write a Java program that demonstrates a high priority thread using sleep to give lower priority threads a chance to run
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单片机开发 A loopback sample for using SPI in dspic

A loopback sample for using SPI in dspic
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单片机开发 Alter among different sample channels when using A/D for dspic programming.

Alter among different sample channels when using A/D for dspic programming.
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手机WAP编程 使用VC++开发的很棒的上网拨号工具的程序的源码,可以选择PING,UDP,TCP/IP等等方式,功能比较全面.Using Visual C + + development of the great

使用VC++开发的很棒的上网拨号工具的程序的源码,可以选择PING,UDP,TCP/IP等等方式,功能比较全面.Using Visual C + + development of the great tools of the Internet dial-up program source code, can choose PING, UDP, TCP / IP, etc., function more comprehensive.
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通讯/手机编程 using Monte Carlo integeration calculate Q function

using Monte Carlo integeration calculate Q function
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数学计算 2. Using Gaussian elimination method and Gaussian elimination method with row scaled method to solve

2. Using Gaussian elimination method and Gaussian elimination method with row scaled method to solve the following tri-diagonal system for n=10 and 100
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数学计算 Using Jacobi method and Gauss-Seidel iterative methods to solve the following system The require

Using Jacobi method and Gauss-Seidel iterative methods to solve the following system The required precision is &#61541 &#61472 =0.00001, and the maximum iteration number N=25. Compare the number of iterations and the convergence of these two methods
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数学计算 We can see that using Gauss-Seidel iterative methods need only 13 timed to make &#61541 &#61500 &#61

We can see that using Gauss-Seidel iterative methods need only 13 timed to make &#61541 &#61500 &#61488 &#61486 &#61488 &#61488 &#61488 &#61488 &#61489 &#61486 But using Jacobi method after 25 times the &#61541 &#61472 &#61472 is bigger than that using Gauss-Seidel iterative methods
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