搜索资源列表
Thin-plate_Registration
- 使用薄板样条函数，完成点对的非刚体配准方法。此类提供算法的封装。-use thin-plate spline function, the completion point of the non-rigid registration method. Algorithm for such packaging.
ThinPlateSpline_MatlabCode
- 一个薄板样条模型（thin plate spline）matlab源代码
thin_plate.rar
- 薄板样条，一种很好的拟合曲线的方法。是最近比较常用的拟合方法。,thin plate spline is so nice fitting method. Features: (1) support arbitrary control points (2) allow regularization (3) estimate the warp parameters from corresponding pairs
7941943TPS-RPM
- 使用薄板样条函数，完成点对的非刚体配准方法。此类提供算法的封装。-Use of Thin plate spline, the completion point of the non-rigid registration method. Such packages provide the algorithm.-
ThinPlateSpline_MatlabCode
- thin plate spline（薄板样条）模型，将已知图像通过非刚性变换得到所需要的图像，在图像配准中非常有用。-thin plate spline (thin plate spline) model, will be known through non-rigid image transformation to be necessary by the images of image registration in very useful.
ThinPlateSplines
- 介绍如何使用薄板样条对图像进行分解和变形，对图像进行非刚性配准-Describes how to use the thin-plate spline decomposition and deformation of the image, the image is non-rigid registration
peizhun
- 基于薄板样条插值法的非刚性图形配准，带有gui界面-Thin plate spline-based non-rigid graph matching, with a gui interface
tpsdemo-1.2.tar
- Thin plate spline（薄板样条插值）的C++实现-a program about TPS using C++
tpsdemo-1.2
- thin plate spline薄板样条-failed to translate
ThinPlateSpline_MatlabCode
- 薄板样条图像变换方法，MATLAB程序，根据控制点变化平滑地变形图像，experiment.m为例子-Thin plate spline image transformation method, MATLAB program, based on the control points change smoothly deformed image, experiment.m for example
tps
- 最完整的TPS薄板样条变形。针对一副图像，使用鼠标选取一定数量的变形前后对应的点以后，即可实现图像变形，使用最近邻差值方法弥补变形后没有映射到的区域。-The most complete TPS thin-plate spline deformation, for one image, before and after using the mouse to a certain number of points corresponding to the distortion, image dis
tpsdemo-1.2.tar
- 二维图像的薄板样条（TPS）拉伸，这是C++源码，需自行设置工程环境(Thin Plate Spline editor)
thin plate spline
- 利用径向基函数中经典的薄板样条方法进行数值仿真，程序的难点在于薄板样条基函数的构造(The numerical simulation of the classical thin plate spline method in radial basis function is presented. The difficulty of the program is the construction of the thin plate spline basis functions)