Deformation Models: Tracking, Animation and Applications by Pere Palmer, Arnau Mir, Manuel González-Hidalgo (auth.),

By Pere Palmer, Arnau Mir, Manuel González-Hidalgo (auth.), Manuel González Hidalgo, Arnau Mir Torres, Javier Varona Gómez (eds.)

The computational modelling of deformations has been actively studied for the final thirty years. this can be frequently because of its huge variety of functions that come with laptop animation, scientific imaging, form estimation, face deformation in addition to different elements of the human physique, and item monitoring. furthermore, those advances were supported by way of the evolution of laptop processing functions, allowing realism in a extra subtle manner. This e-book encompasses appropriate works of specialist researchers within the box of deformation versions and their functions. The ebook is split into major elements. the 1st half offers contemporary item deformation concepts from the perspective of special effects and desktop animation. the second one a part of this ebook provides six works that examine deformations from a working laptop or computer imaginative and prescient perspective with a standard attribute: deformations are utilized in genuine global purposes. the first viewers for this paintings are researchers from diversified multidisciplinary fields, similar to these comparable with special effects, machine imaginative and prescient, laptop Imaging, Biomedicine, Bioengineering, arithmetic, Physics, scientific Imaging and Medicine.

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Pdf 45. Dyn N, Levine D, Gregory JA (1990) A butterfly subdivision scheme for surface interpolation with tension control. ACM Trans Graph 9(2):160–169. 78958 46. Eberhardt B, Weber A, Strasser W (1996) A fast, flexible, particle-system model for cloth draping. IEEE Comput Graph Appl 16(5):52–59 47. Farin G (1983) Algorithms for rational Bézier curves. Comput Aided Des 15(2):73–77 48. Farin G (1992) From conics to NURBS: a tutorial and survey. IEEE Comput Graph Appl 12(5):78–86 49. Farin G (1993) Curves and surfaces for computer aided geometric design, 3rd edn.

This model has been used widely in many areas shape reconstruction from images [25, 73, 89], Free-Form deformations [35, 67, 72, 73] and in many others [13, 71, 81], also in biomedical images. For example, in [31] is proposed a method of parametric representation and functional measurement of 3D cardiac shapes based on deformable NURBS. To increase performance, this model can be implemented so that it is possible to display real-time NURBS surfaces by using a Graphics Processing Unit, GPU [142].

0, 1, . . , 1}. p+1 p+1 Therefore, the Bézier curves and surfaces can be considered as a particular case of the B-Spline ones. However, B-Splines have a higher capacity of representation. This is due to some of the characteristics that define them. In fact, B-Spline shapes solve the problems discussed for Bézier forms: 1. The construction of the B-Spline shapes as piecewise polynomials shapes is due precisely to reduce the complexity and the degree of the Bézier shapes. 2. The local support comes from the fact that a certain number of basis function Ni, p (u), has not null values only in the interval [u i , u i+ p+1 ).

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