نتایج جستجو برای: medial axis

تعداد نتایج: 146422  

2002
Benjamin B. Kimia Amir Tamrakar

A key challenge underlying theories of vision is how the spatially restricted, retinotopically represented feature computations can be integrated to form abstract, coordinate-free object models. A resolution likely depends on the use of intermediate-level representations which can on the one hand be populated by local features and on the other hand be used as atomic units underlying the formati...

2017
Joong Il Kim Jak Jang Ki Woong Lee Hyuk Soo Han Sahnghoon Lee Myung Chul Lee

BACKGROUND Rotational alignment of the tibial component is important for long-term success of total knee arthroplasty (TKA). This study aimed to compare five axes in normal and osteoarthritic (OA) knees to determine a reliable landmark for tibial rotational alignment in TKA. METHODS One hundred twenty patients with OA knees and 40 with normal knees were included. The angle between a line perp...

1999
Hyeong In Choi Chang Yong Han Hwan Pyo Moon Kyeong Hah Roh Nam-Sook Wee

We present a new approach to medial axis transform and offset curve computation. Our algorithm is based on the domain decomposition scheme which reduces a complicated domain into a union of simple subdomains each of which is very easy to handle. This domain decomposition approach gives rise to the decomposition of the corresponding medial axis transform which is regarded as a geometric graph in...

Journal: :Comput. Geom. 2001
Nina Amenta Sunghee Choi Ravi Krishna Kolluri

The medial axis transform (or MAT) is a representation of an object as an in nite union of balls. We consider approximating the MAT of a three-dimensional object, and its complement, with a nite union of balls. Using this approximate MAT we de ne a new piecewise-linear approximation to the object surface, which we call the power crust. We assume that we are given as input a suÆciently dense sam...

1997
Hyeong In Choi Sung Woo Choi Hwan Pyo Moon HYEONG IN CHOI SUNG WOO CHOI

The medial axis of a plane domain is deened to be the set of the centers of the maximal inscribed disks. It is essentially the cut loci of the inward unit normal bundle of the boundary. We prove that if a plane domain has nite number of boundary curves each of which consists of nite number of real analytic pieces, then the medial axis is a connected geometric graph in R 2 with nitely many verti...

2010
Kun Hwang Kyung Moo Lee Seung Ho Han Sun Goo Kim

The aim of this study was to delineate the shape of the popliteus muscle and determine the correct motor point site for treating spasticity. A total of 22 legs from 13 fresh Korean cadavers were evaluated. The x-axis was set as a transverse line across the lateral and medial epicondyle of the femur and the y-axis as a vertical line at the midpoint of the medial malleolus of the tibia and latera...

2001
Nina Amenta Sunghee Choi Ravi Krishna Kolluri

The medial axis transform (or MAT) is a representation of an object as an infinite union of balls. We consider approximating the MAT of a three-dimensional object, and its complement, with a finite union of balls. Using this approximate MAT we define a new piecewise-linear approximation to the object surface, which we call the power crust. We assume that we are given as input a sufficiently den...

2006
Lan Lin Hyunyoung Lee

An important property in sensor networks is the monitoring of temporal changes of hazardous situations such as forest fires. Rescue groups need to be aware of dynamic changes that affect their rescue efforts. In this paper, we discuss an infrastructure for sensor networks that provides a good abstraction of geometric and topological features of a dynamically changing sensing environment. This i...

Journal: :Comput. Geom. 2008
Frédéric Chazal André Lieutier

Given a smooth compact codimension one submanifold S of Rk and a compact approximation K of S, we prove that it is possible to reconstruct S and to approximate the medial axis of S with topological guarantees using unions of balls centered on K . We consider two notions of noisy-approximation that generalize sampling conditions introduced by Amenta et al. and Dey et al. The first one generalize...

Journal: :Graphical Models 2013
Jonàs Martínez Núria Pla Garcia Marc Vigo Anglada

Skeletal representations are important shape descriptors which encode topological and geometrical properties of shapes and reduce their dimension. Skeletons are used in several fields of science and attract the attention of many researchers. In the BioCAD field, the analysis of structural properties such as porosity of biomaterials requires the previous computation of a skeleton. As the size of...

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