Interactive Curve Modeling - With Applications To Computer by Muhammad Sarfraz

By Muhammad Sarfraz

This ebook covers Curve Modeling with suggestions to genuine lifestyles difficulties when it comes to special effects, imaginative and prescient, photo Processing, Geometric Modeling and CAD/CAM. The publication offers a resource the place the reader can locate the most recent advancements within the field.

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The linear system of equations that occurs when Type 1 or 2 end conditions are used is tridiagonal and diagonally dominant; thus it can be solved efficiently by using a standard tridiagonal system solver. 2. 4 Weighted Nu Splines The weighted ν-spline interpolant is a C 1 piecewise cubic function p(t) that minimizes ti+1 n−1 V( f ) = i=1 n 2 ωi 2 f (t) dt + ti νi f (ti ) , i=1 subject to the interpolation conditions f (ti ) = Fi for i = 1, 2, . . . , n and one of the Type 1, Type 2, Type 3 end conditions.

The Visual Computer, 69–82, 1998. 90. Sarfraz, M. A. (2004), An automatic algorithm for approximating boundary of bitmap characters, Future Generation Computer Systems, Elsevier Science, Vol. 20, 1327–1336. 91. Sarfraz, M. (2004), Some algorithms for curve design and automatic outline capturing of images, International Journal of Image and Graphics, World Scientific Publisher, 4(2), 301–324. 18 1. Introduction 92. Sarfraz, M. (2003), Curve fitting for large data using rational cubic splines, International Journal of Computers and Their Applications, 10(4), 233–246.

Kozera, Wladyslaw Skarbek, Lyle Noakes, Springer-Verlag, New York, pp. 528–533. 82. The, C. and Chin, R. (1990), On the detection of dominant points on digital curves, IEEE Trans. PAMI 8:859–873. 83. , and Brady, M. (1995), Real-time corner detection algorithm for motion estimation, Image and Vision Computing, 13(9), 695–703. 84. , and Sarfraz, M. (2006), A novel corner detector approach using sliding rectangles, The Proceedings of The 4th ACS/IEEE International Conference on Computer Systems and Applications (AICCSA-06), Sharja, UAE, pp.

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