Description: 计算几何c语言实现 第二版 的源代码。对于计算机图形学的学习有一定的益处。-computational geometry c language second edition of the source code. For the study computer graphics have certain benefits. Platform: |
Size: 57027 |
Author:李利华 |
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Description: Computational Geometry in C 书中的源代码
生成三维凸包-Computational Geometry book in the C source code generated 3D convex hull Platform: |
Size: 8970 |
Author:wuxsren |
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Description: 非常好的一本书 Computational Geometry in C 中的源代码
关于多变形的算法-a very good book Computational Geometry in C source code on the deformation of the multi-algorithm Platform: |
Size: 5345 |
Author:范生宏 |
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Description: 非常好的一本书 Computational Geometry in C 书中的源代码
点与多变形的各种关系计算-a very good book Computational Geometry in C source behalf of the book Codes point with a deformation of the various relationships calculation Platform: |
Size: 3193 |
Author:范生宏 |
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Description: 非常好的一本书 Computational Geometry in C djvu格式-a very good book Computational Geometry in C format djvu Platform: |
Size: 4045385 |
Author:范生宏 |
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Description: This code is described in \"Computational Geometry in C\" (Second Edition),
Chapter 8. It is not written to be comprehensible without the
explanation in that book.
Prints out one arm configuration to reach given target.
Assumes number of links >= 3.
Input:
nlinks Number of links
L1 L2 ... Ln Link lengths
x0 y0 target0
x1 x2 target1 Platform: |
Size: 5548 |
Author:fds |
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Description: This code is described in \"Computational Geometry in C\" (Second Edition),
Chapter 4. It is not written to be comprehensible without the
explanation in that book.
Input: 3n integer coordinates for the points.
Output: the 3D convex hull, in postscript with embedded comments
showing the vertices and faces.
Compile: gcc -o chull chull.c (or simply: make) Platform: |
Size: 9915 |
Author:fds |
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Description: This code is described in \"Computational Geometry in C\" (Second Edition),
Chapter 7. It is not written to be comprehensible without the
explanation in that book.
This program reads a polygon P followed by query points from stdin.
The input format is:
n
x0 y0
x1 y1
...
xn-1 yn-1
qx qy
qx qy
qx qy
...
For each query point q, InPoly returns one of four char s:
i : q is strictly interior to P
o : q is strictly exterior to P
v : q is a vertex of P
e : q lies on the relative interior of an edge of P
These represent mutually exclusive categories.
For an explanation of the code, see Chapter 7 of
\"Computational Geometry in C (Second Edition).\" Platform: |
Size: 3166 |
Author:fds |
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Description: Int Conv Poly
This code is described in \"Computational Geometry in C\" (Second Edition),
Chapter 7. It is not written to be comprehensible without the
explanation in that book. Platform: |
Size: 5316 |
Author:fds |
Hits:
Description: Mink Convolve
This code is described in \"Computational Geometry in C\" (Second Edition),
Chapter 8. It is not written to be comprehensible without the
explanation in that book.
Compile: gcc -o mink mink.c (or simply: make) Platform: |
Size: 4689 |
Author:fds |
Hits:
Description: 计算几何c语言实现 第二版 的源代码。对于计算机图形学的学习有一定的益处。-computational geometry c language second edition of the source code. For the study computer graphics have certain benefits. Platform: |
Size: 57344 |
Author:李利华 |
Hits:
Description: Computational Geometry in C 书中的源代码
生成三维凸包-Computational Geometry book in the C source code generated 3D convex hull Platform: |
Size: 8192 |
Author:industry pho |
Hits:
Description: 非常好的一本书 Computational Geometry in C djvu格式-a very good book Computational Geometry in C format djvu Platform: |
Size: 4044800 |
Author:industry pho |
Hits:
Description: 这个是计算图形学的电子书,判断程序的主体算法是出自这本书的第七章的。主要是采用的是向量的算法。实用性比较强的,比如和蒙特卡洛算法结合起来计算任意多面体体积。-This is a calculation of graphics books, and procedures for determining the main algorithm is the seventh chapter from this book. Is mainly used in the algorithm of the vector. Strong practical, such as Monte Carlo algorithm combined to calculate the volume of any polyhedron. Platform: |
Size: 4047872 |
Author:fuhaiyang |
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Description: 讲述计算几何的基本原理,基本定理,基本算法以及用c++来实现-computational geometry and Computational graphics in c++ Platform: |
Size: 11405312 |
Author:bingrui li |
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