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DepthBasics-WPF

于 2020-06-21 发布 文件大小:183KB
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下载积分: 1 下载次数: 1
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代码说明：

  基于Visual C++编程，用户界面，获取Kinect深度图像(Getting Kinect Depth Image)

文件列表：

DepthBasics-WPF\.vs\DepthBasics-WPF\v15\.suo, 12288 , 2019-07-26
DepthBasics-WPF\.vs\ProjectSettings.json, 37 , 2019-07-26
DepthBasics-WPF\.vs\slnx.sqlite, 225280 , 2019-07-26
DepthBasics-WPF\App.config, 187 , 2014-10-19
DepthBasics-WPF\App.xaml, 336 , 2014-10-19
DepthBasics-WPF\App.xaml.cs, 542 , 2014-10-19
DepthBasics-WPF\bin\AnyCPU\Debug\DepthBasics-WPF.exe, 57856 , 2019-07-26
DepthBasics-WPF\bin\AnyCPU\Debug\DepthBasics-WPF.exe.config, 187 , 2014-10-19
DepthBasics-WPF\bin\AnyCPU\Debug\DepthBasics-WPF.pdb, 28160 , 2019-07-26
DepthBasics-WPF\bin\AnyCPU\Debug\Microsoft.Kinect.dll, 242672 , 2014-10-19
DepthBasics-WPF\bin\AnyCPU\Debug\Microsoft.Kinect.xml, 173146 , 2014-10-19
DepthBasics-WPF\DepthBasics-WPF.csproj, 5547 , 2014-10-19
DepthBasics-WPF\DepthBasics-WPF.sln, 919 , 2014-10-19
DepthBasics-WPF\Images\Kinect.ico, 12846 , 2014-10-19
DepthBasics-WPF\Images\Logo.png, 11311 , 2014-10-19
DepthBasics-WPF\Images\ScreenshotHover.png, 646 , 2014-10-19
DepthBasics-WPF\Images\ScreenshotNormal.png, 665 , 2014-10-19
DepthBasics-WPF\Images\Status.png, 1251 , 2014-10-19
DepthBasics-WPF\MainWindow.xaml, 3476 , 2014-10-19
DepthBasics-WPF\MainWindow.xaml.cs, 12032 , 2014-10-19
DepthBasics-WPF\obj\Debug\App.g.cs, 2396 , 2019-07-26
DepthBasics-WPF\obj\Debug\DepthBasics-WPF.csproj.CopyComplete, 0 , 2019-07-26
DepthBasics-WPF\obj\Debug\DepthBasics-WPF.csproj.CoreCompileInputs.cache, 42 , 2019-07-26
DepthBasics-WPF\obj\Debug\DepthBasics-WPF.csproj.FileListAbsolute.txt, 1569 , 2019-07-26
DepthBasics-WPF\obj\Debug\DepthBasics-WPF.csproj.GenerateResource.cache, 954 , 2019-07-26
DepthBasics-WPF\obj\Debug\DepthBasics-WPF.csprojAssemblyReference.cache, 36004 , 2019-07-26
DepthBasics-WPF\obj\Debug\DepthBasics-WPF.exe, 57856 , 2019-07-26
DepthBasics-WPF\obj\Debug\DepthBasics-WPF.g.resources, 30476 , 2019-07-26
DepthBasics-WPF\obj\Debug\DepthBasics-WPF.pdb, 28160 , 2019-07-26
DepthBasics-WPF\obj\Debug\DepthBasics-WPF_MarkupCompile.cache, 299 , 2019-07-26
DepthBasics-WPF\obj\Debug\MainWindow.baml, 3235 , 2019-07-26
DepthBasics-WPF\obj\Debug\MainWindow.g.cs, 4192 , 2019-07-26
DepthBasics-WPF\obj\Debug\Microsoft.Samples.Kinect.DepthBasics.Properties.Resources.resources, 613 , 2019-07-26
DepthBasics-WPF\obj\Debug\TemporaryGeneratedFile_036C0B5B-1481-4323-8D20-8F5ADCB23D92.cs, 0 , 2019-07-26
DepthBasics-WPF\obj\Debug\TemporaryGeneratedFile_5937a670-0e60-4077-877b-f7221da3dda1.cs, 0 , 2019-07-26
DepthBasics-WPF\obj\Debug\TemporaryGeneratedFile_E7A71F73-0F8D-4B9B-B56E-8E70B10BC5D3.cs, 0 , 2019-07-26
DepthBasics-WPF\obj\Release\App.g.cs, 2396 , 2019-07-26
DepthBasics-WPF\obj\Release\DepthBasics-WPF.csproj.CoreCompileInputs.cache, 42 , 2019-07-26
DepthBasics-WPF\obj\Release\DepthBasics-WPF_MarkupCompile.cache, 295 , 2019-07-26
DepthBasics-WPF\obj\Release\MainWindow.baml, 2348 , 2019-07-26
DepthBasics-WPF\obj\Release\MainWindow.g.cs, 4192 , 2019-07-26
DepthBasics-WPF\Properties\AssemblyInfo.cs, 2516 , 2014-10-19
DepthBasics-WPF\Properties\Resources.Designer.cs, 4583 , 2014-10-19
DepthBasics-WPF\Properties\Resources.resx, 6404 , 2014-10-19
DepthBasics-WPF\Properties\Settings.Designer.cs, 1119 , 2014-10-19
DepthBasics-WPF\Properties\Settings.settings, 201 , 2014-10-19
DepthBasics-WPF\.vs\DepthBasics-WPF\v15, 0 , 2019-07-26
DepthBasics-WPF\bin\AnyCPU\Debug, 0 , 2019-07-26
DepthBasics-WPF\bin\AnyCPU\Release, 0 , 2019-07-26
DepthBasics-WPF\.vs\DepthBasics-WPF, 0 , 2019-07-26
DepthBasics-WPF\bin\AnyCPU, 0 , 2019-07-26
DepthBasics-WPF\obj\Debug, 0 , 2019-07-26
DepthBasics-WPF\obj\Release, 0 , 2019-07-26
DepthBasics-WPF\.vs, 0 , 2019-07-26
DepthBasics-WPF\bin, 0 , 2019-07-26
DepthBasics-WPF\Images, 0 , 2019-07-26
DepthBasics-WPF\obj, 0 , 2019-07-26
DepthBasics-WPF\Properties, 0 , 2019-07-26
DepthBasics-WPF, 0 , 2019-07-26

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发表评论

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  • SingleNumber
    找出只出现一次的数字，其他数字均出现了2次，时间空间尽量少(Identify only appears once, while other figures have appeared two times to minimize time and space)
    2013-10-24 09:01:25下载
    积分：1
  • test
    说明：  实现了监控视频图像的去隔行算法，使隔行扫描的图像插值成为逐行扫描(The realization of the surveillance video images Deinterlacing Algorithm, so deinterlacing Image Interpolation become progressive scan)
    2008-12-01 16:47:29下载
    积分：1
  • log
    之前找不到合适精度的log2x函数的定点化源码，经过实现并验证后，发上来大家一起学习(fixed version for log2x)
    2012-06-27 20:19:22下载
    积分：1
  • sysidjob3
    该程序初步实现了M序列的生成，并且详细地进行了频域法的系统辨识分析。(The program is the initial realization of the M-sequence generation, and detail the frequency domain method of system identification analysis.)
    2012-06-09 17:18:09下载
    积分：1
  • ShellExe
    程序直接用键盘过滤驱动拦截键盘数据，可以屏蔽掉系统热键以实现自己想要的功能。通过设置快捷键命令，可以通过任意键的组合实现快速打开运用程序和网址两个功能。 (Procedures for the direct use of the keyboard filter driver to intercept the keyboard data, you can mask out the system hot key to achieve their desired functionality. By setting the shortcut command keys can be any combination of rapid application programs and web site to open two functions.)
    2009-11-20 13:49:10下载
    积分：1
  • 雷达仿真的c程序
    雷达仿真的c程序，我自己写的 站长大人，情尽快开通帐号，救急(radar simulation c procedure, I wrote the director of adults, and a quick opening of account and save)
    2007-04-11 19:01:01下载
    积分：1
  • READ-TXT
    可以逐行读取文本文件，并在LISTBOX框中显示出来，主要语言是VC(Can be read line by line text file, and LISTBOX box displayed, the main language is VC)
    2017-01-18 19:18:18下载
    积分：1
  • QRDCMP
    用镜像矩阵求出矩阵的QR分解（正交三角分解），并求解线性方程组，该方法不必选主元，但其计算过程非常稳定。也可用于求矩阵的广义逆和求解线性最小二乘问题。子过程QRDCMP用镜像矩阵求m*n矩阵A的QR分解，A=Q^TR,其中Q是m*m正交矩阵，R为m*n上三角矩阵；子过程QRBKSB用矩阵的QR分解求解线性方程组Ax=b，其中A为n阶非奇异方阵。(Matrix obtained with the mirror matrix QR decomposition (orthogonal triangular decomposition), and solving linear equations, the method does not have to choose the main element, but its calculation process is very stable. Can also be used to find the generalized inverse matrix and solving linear least squares problems. Sub-process of the mirror matrix QRDCMP m* n matrix A QR decomposition, A = Q ^ TR, wherein Q is a m* m orthogonal matrix, R is m* n upper triangular matrix subprocess QRBKSB a QR decomposition to solve the matrix linear equations Ax = b, where A is non-singular square matrix of order n.)
    2013-09-27 11:05:18下载
    积分：1
  • AccessPW
    提取ACCESS文件中的密码，不需要暴力破解。从文件中的某一字段直接解密(ACCESS extract document password, do not need to break the violence. From the document directly to decrypt a field)
    2008-12-16 13:25:52下载
    积分：1
  • dnn-0.1
    说明：  用DNN编写的一次训练即可识别的小词汇量语音训练识别代码库，已通过测试(DNN prepared with a training can identify small vocabulary speech recognition code libraries that have passed the tests)
    2005-09-04 11:30:50下载
    积分：1
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