We illustrate a simple algorithm for approximating the medial axis of a 2D shape with smooth boundary from a sample of this boundary. The algorithm is compared to a more general approximation method that builds on the same idea, namely, to approximate the shape by a union of balls. While not as general, our algorithm is simpler, faster and numerically more stable. Both algorithms are visualized using the Mesecina tool, which is also described
The medial axis or skeleton representation of a 3D solid has many applications in engineering. Howe...
In the 1970s, computational geometry emerged as a new field of mathematics at the intersection of co...
AbstractIn this first installment of a two-part paper, the underlying theory for an algorithm that c...
We illustrate a simple algorithm for approximating the medial axis of a 2D shape with smooth boundar...
We illustrate a simple algorithm for approximating the medial axis of a 2D shape with smooth bounda...
Given a dense sampling S of the smooth boundary of a planar shape O. We show that the medial axis of...
AbstractConsider a dense sampling S of the smooth boundary of a planar shape O, i.e., an open subset...
AbstractThe medial axis is a classical representation of digital objects widely used in many applica...
International audienceIn this paper, we present a novel method for me-dial axis approximation based ...
Shape representation is a fundamental topic in geometric modeling, which is ubiquitous in computer g...
AbstractConsider a dense sampling S of the smooth boundary of a planar shape O, i.e., an open subset...
Applications of of the medial axis have been limited because of its instability and algebraic comple...
The paper describes an algorithm for generating an approximation of the medial axis transform (MAT) ...
Although medial axis transform is introduced as a shape description for many engineering application...
In this paper, we present a Voronoi based algorithm for closed curve reconstruction and medial axis ...
The medial axis or skeleton representation of a 3D solid has many applications in engineering. Howe...
In the 1970s, computational geometry emerged as a new field of mathematics at the intersection of co...
AbstractIn this first installment of a two-part paper, the underlying theory for an algorithm that c...
We illustrate a simple algorithm for approximating the medial axis of a 2D shape with smooth boundar...
We illustrate a simple algorithm for approximating the medial axis of a 2D shape with smooth bounda...
Given a dense sampling S of the smooth boundary of a planar shape O. We show that the medial axis of...
AbstractConsider a dense sampling S of the smooth boundary of a planar shape O, i.e., an open subset...
AbstractThe medial axis is a classical representation of digital objects widely used in many applica...
International audienceIn this paper, we present a novel method for me-dial axis approximation based ...
Shape representation is a fundamental topic in geometric modeling, which is ubiquitous in computer g...
AbstractConsider a dense sampling S of the smooth boundary of a planar shape O, i.e., an open subset...
Applications of of the medial axis have been limited because of its instability and algebraic comple...
The paper describes an algorithm for generating an approximation of the medial axis transform (MAT) ...
Although medial axis transform is introduced as a shape description for many engineering application...
In this paper, we present a Voronoi based algorithm for closed curve reconstruction and medial axis ...
The medial axis or skeleton representation of a 3D solid has many applications in engineering. Howe...
In the 1970s, computational geometry emerged as a new field of mathematics at the intersection of co...
AbstractIn this first installment of a two-part paper, the underlying theory for an algorithm that c...