登录
首页 » matlab » 三维重建

三维重建

于 2019-01-27 发布 文件大小:1284KB
0 366
下载积分: 1 下载次数: 18

代码说明:

  利用matlab进行三维重建,比较复杂,使用程序可以简单的进行三维重建(Three-dimensional reconstruction using matlab is more complicated, and the program can be used for simple 3D reconstruction.)

文件列表:

vgg_examples, 0 , 2006-06-30
vgg_examples\bt.00.02.H, 228 , 2005-08-19
vgg_examples\bt.000.png, 182811 , 2003-01-14
vgg_examples\bt.002.png, 178762 , 2003-01-14
vgg_examples\bt.004.png, 175941 , 2003-01-14
vgg_examples\bt.006.png, 173549 , 2003-01-14
vgg_examples\chapel.00.01.F, 239 , 2005-08-17
vgg_examples\chapel00.png, 76564 , 2005-08-17
vgg_examples\chapel01.png, 75753 , 2005-08-17
vgg_examples\F_from_Ps_ex.m, 383 , 2005-08-19
vgg_examples\Haffine_from_x_MLE_ex.m, 576 , 2005-08-19
vgg_examples\H_from_image_corr_ex.m, 676 , 2005-08-19
vgg_examples\keble.000.png, 167297 , 2005-08-17
vgg_examples\keble.003.png, 172064 , 2005-08-17
vgg_examples\ransacfithomography_vgg.m, 4638 , 2005-08-19
vgg_examples\ransacfithomography_vgg.m~, 4562 , 2005-08-19
vgg_examples\testhomog_vgg.m, 2267 , 2005-08-19
vgg_examples\testhomog_vgg.m~, 2256 , 2005-08-19
vgg_examples\vgg_example_scene.m, 92940 , 2005-01-25
vgg_examples\view_fund_ex.m, 334 , 2005-08-19
vgg_examples\view_homog_ex.m, 298 , 2005-08-19
vgg_multiview, 0 , 2008-01-09
vgg_multiview\Contents.m, 2762 , 2005-08-19
vgg_multiview\private, 0 , 2006-06-30
vgg_multiview\private\CVS, 0 , 2006-06-30
vgg_multiview\private\CVS\Entries, 224 , 2005-05-17
vgg_multiview\private\CVS\Repository, 34 , 2005-05-17
vgg_multiview\private\CVS\Root, 30 , 2005-05-17
vgg_multiview\private\vgg_condition_2d.m, 310 , 2002-02-19
vgg_multiview\private\vgg_decondition_2d.m, 337 , 2002-02-19
vgg_multiview\private\vgg_H_sampson_distance_sqr.m, 1032 , 2002-02-19
vgg_multiview\private\vgg_singF_from_FF.m, 769 , 2002-11-13
vgg_multiview\vgg_conditioner_from_image.m, 558 , 2002-02-19
vgg_multiview\vgg_conditioner_from_pts.m, 805 , 2002-04-22
vgg_multiview\vgg_F_from_7pts_2img.m, 1509 , 2005-01-25
vgg_multiview\vgg_F_from_P.m, 697 , 2003-01-26
vgg_multiview\vgg_get_homg.m, 322 , 2002-02-19
vgg_multiview\vgg_get_nonhomg.m, 394 , 2002-02-19
vgg_multiview\vgg_Haffine_from_x_MLE.m, 1532 , 2005-08-19
vgg_multiview\vgg_H_algebraic_distance.m, 528 , 2002-02-27
vgg_multiview\vgg_H_from_2P_plane.m, 1347 , 2002-02-23
vgg_multiview\vgg_H_from_P_plane.m, 768 , 2003-01-06
vgg_multiview\vgg_H_from_x_lin.m, 1200 , 2005-08-19
vgg_multiview\vgg_H_from_x_nonlin.m, 1360 , 2005-08-19
vgg_multiview\vgg_H_sampson_distance_sqr.m, 1032 , 2002-02-27
vgg_multiview\vgg_KR_from_P.m, 853 , 2002-12-10
vgg_multiview\vgg_line3d_from_lP_lin.m, 1629 , 2002-02-23
vgg_multiview\vgg_line3d_from_lP_nonlin.m, 11456 , 2003-01-30
vgg_multiview\vgg_line3d_pm_from_pv.m, 310 , 2002-02-19
vgg_multiview\vgg_line3d_Ppv.m, 706 , 2002-02-19
vgg_multiview\vgg_line3d_pv_from_2planes.m, 584 , 2002-02-19
vgg_multiview\vgg_line3d_pv_from_pm.m, 310 , 2002-02-19
vgg_multiview\vgg_line3d_pv_from_XY.m, 722 , 2002-02-19
vgg_multiview\vgg_line3d_XY_from_pm.m, 452 , 2002-02-19
vgg_multiview\vgg_line3d_XY_from_pv.m, 402 , 2002-02-19
vgg_multiview\vgg_plane_from_2P_H.m, 738 , 2003-01-06
vgg_multiview\vgg_poly3d_orthorectify.m, 3268 , 2003-01-02
vgg_multiview\vgg_projective_basis_2d.m, 943 , 2001-10-30
vgg_multiview\vgg_PX_from_6pts_3img.m, 4996 , 2005-08-19
vgg_multiview\vgg_P_from_F.m, 424 , 2003-01-26
vgg_multiview\vgg_rms_error.m, 151 , 2001-10-30
vgg_multiview\vgg_scatter_plot.m, 344 , 2001-10-30
vgg_multiview\vgg_scatter_plot_homg.m, 229 , 2001-10-30
vgg_multiview\vgg_selfcalib_metric_vansq.m, 3599 , 2002-04-22
vgg_multiview\vgg_selfcalib_qaffine.m, 4575 , 2005-01-25
vgg_multiview\vgg_signsPX_from_x.m, 4005 , 2003-01-06
vgg_multiview\vgg_T_from_P.m, 1010 , 2001-10-30
vgg_multiview\vgg_X_from_xP_lin.m, 1095 , 2008-01-09
vgg_multiview\vgg_X_from_xP_lin.m~, 1095 , 2005-01-25
vgg_multiview\vgg_X_from_xP_nonlin.m, 1745 , 2008-01-09
vgg_numerics, 0 , 2006-06-30
vgg_numerics\Contents.m, 968 , 2005-08-19
vgg_numerics\vgg_commut_matrix.m, 493 , 2005-08-19
vgg_numerics\vgg_contreps.m, 1355 , 2005-08-19
vgg_numerics\vgg_detn.cxx, 2941 , 2005-08-19
vgg_numerics\vgg_detn.dll, 6144 , 2005-08-19
vgg_numerics\vgg_diagonalize_conic.m, 619 , 2005-08-19
vgg_numerics\vgg_duplic_matrix.m, 584 , 2005-08-19
vgg_numerics\vgg_gauss_mask.m, 1107 , 2005-08-19
vgg_numerics\vgg_intersect_quadrics.m, 4330 , 2005-08-19
vgg_numerics\vgg_lmultiply_matrix.m, 421 , 2005-08-19
vgg_numerics\vgg_matrix_test.m, 1274 , 2005-08-19
vgg_numerics\vgg_mrdivs.m, 1613 , 2005-08-19
vgg_numerics\vgg_quaternion_demo.m, 535 , 2005-08-19
vgg_numerics\vgg_quat_from_rotation_matrix.m, 1096 , 2005-08-19
vgg_numerics\vgg_quat_matrix.m, 376 , 2005-08-19
vgg_numerics\vgg_quat_mul.m, 396 , 2005-08-19
vgg_numerics\vgg_quat_rotation_matrix.m, 578 , 2005-08-19
vgg_numerics\vgg_rmultiply_matrix.m, 422 , 2005-08-19
vgg_numerics\vgg_rotmat_from_exp.m, 653 , 2005-08-19
vgg_numerics\vgg_rq.m, 425 , 2005-08-19
vgg_numerics\vgg_solvelin_blksym.m, 1751 , 2005-08-19
vgg_numerics\vgg_vec.m, 646 , 2005-08-19
vgg_numerics\vgg_vech.m, 768 , 2005-08-19
vgg_numerics\vgg_vech_swap.m, 938 , 2005-08-19
vgg_numerics\vgg_vec_swap.m, 780 , 2005-08-19
vgg_numerics\vgg_wedge.m, 1888 , 2005-08-19
vgg_ui, 0 , 2006-06-30
vgg_ui\Contents.m, 187 , 2005-08-19
vgg_ui\vgg_gui_F.m, 6561 , 2005-08-17

下载说明:请别用迅雷下载,失败请重下,重下不扣分!

发表评论

0 个回复

  • jiankaixianxiechilun
    渐开线齿轮的齿廓三维建模,渐开线齿轮的齿廓三维建模(Involute tooth profile of the line gear three-dimensional modeling, three-dimensional modeling of involute tooth profile of the line gear)
    2012-07-19 23:34:42下载
    积分:1
  • compute_homography
    计算单应矩阵,输入为2D图像坐标点和3D世界坐标点,输出为3x3单应矩阵(Calculate homography)
    2021-03-04 11:39:32下载
    积分:1
  • MyCrust090209
    基于 Crust 算法的三维点云重构物体表面程序(Simple surface recostruction program based on Crust algorithm Given a set of 3D points returns a triangulated tight surface.)
    2011-04-26 15:17:17下载
    积分:1
  • PLY_IO_Read_Write
    PLY文件的读取和写入程序:PLY文件是一个三维图形的数据存储格式,包括了三维曲面上所有采样点的坐标,以及所有采样点间的网络拓扑(A program which can read and write a PLY file)
    2009-02-06 19:59:34下载
    积分:1
  • xiaoche
    一个制作的简单的小汽车模型,运用VRML中的。(a car)
    2011-07-26 09:45:33下载
    积分:1
  • 任意平面的裁切0.2
    说明:  基于vtk的三维重构与裁切: 1.16位非压缩位图的读取与设置. 2.图像数据载入映射器 3.裁切平面的设置 4.边界的设置与显示 5.三维重构 注:需安装vtk4.0以上版本(It s about 3D reconstruct and clip based on VTK including reading and configration of 16 bits non_contracted bitmaps,the mapper for image data loading, configration of plane for clip,configration and display of borders and 3D reconstruct.(PS:VTK 4.0 or above version is needed))
    2005-09-23 10:04:58下载
    积分:1
  • Loader3DS1_2
    Interface for 3ds objects to java3d
    2013-07-04 14:27:49下载
    积分:1
  • virtaol-communication
    著名的FastICA 算法,最新版本,修改了以前的Bug,(The famous FastICA algorithm, the latest version, modify the Bug before,)
    2017-05-19 17:21:54下载
    积分:1
  • MATALAB1
    说明:  MATLAB三维曲线拟合,说明各种情况,分析时可以参考(MATLAB 3D magic fit)
    2010-04-05 23:01:00下载
    积分:1
  • MutilReDraw
    访问最底层LOD模型路径,打开后获取顶点数据和PirmitiveSet,重绘模型的三角面片(Visit the bottom LOD model path, open it, get vertex Array and PirmitiveSet, and redraw the triangle of the model.)
    2019-01-10 14:46:42下载
    积分:1
  • 696516资源总数
  • 106914会员总数
  • 0今日下载