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- W2105894864 abstract "According to the original definition of Terzopoulos, deformable models are curves or surfaces formed by connected points that simulate elastic bodies. By overcoming many limitations associated with the manual procedure and the traditional techniques of processing, deformable contours have become popular. Although the use of deformable contours is vast and growing aspects of the theory still demand attention. Many references have been made to the limitations of the technique imposed by the process evolution process. The convergence to minimum and unwanted bundling points, for example, limit the use of the technic on noisy and complex scenarios as those found in oil reservoirs. This work presents a novel approach to the limitations of deformable contours. By the definition of a second problem of minimization are defined optimal distances of the points of deformable contour according to a optimality criterion that incorporates features of the contour sought. The results show that the proposed technique peovides a larger framework between the contour sought and identified, defines a permanent solution to the problems of grouping and unwanted scattering of points, increases the effectiveness of deformable contours in concave regions and, in addition, defines methodology only able to provide the contours deformable sensitivity about the peculiarities of the contour. Santana A. M. Adaptive Parametric Deformable Models . Sao Carlos, 2010 Thesis (Phd) Escola de Engenharia de Sao Carlos, Universidade de Sao Paulo." @default.
- W2105894864 created "2016-06-24" @default.
- W2105894864 creator A5087659444 @default.
- W2105894864 date "2015-11-11" @default.
- W2105894864 modified "2023-09-27" @default.
- W2105894864 title "Contornos deformáveis paramétricos adaptativos" @default.
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- W2105894864 doi "https://doi.org/10.11606/t.18.2010.tde-10082010-134550" @default.
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