<p>(A) Original polygonal curve. (B) First approximation by a line segment, and determination of the furthest vertex. (C) Splitting of the curve into two sub-curves, and determination of the furthest vertices in each sub-curve. (D) Iteration of the procedure until the distance from the vertices to the simplified curve is lower than a predefined threshold.</p
We present an algorithm for approximating a given open polygonal curve with a minimum number of circ...
Due to its many applications, curve simplification is a long-studied problem in computational geomet...
This chapter presents an iterative smoothing technique for polygonal approximation of digital image ...
Simplifying polygonal curves at different levels of detail is an important problem with many applica...
We improve the time complexities for solving the polygonal curve approximation problems formulated b...
In this paper, we propose a quick threshold-free algorithm, which computes the angular shape of a 2D...
In this paper, we propose an algorithm that, from a maximum error and a digital curve (4- or 8-conne...
The present paper proposes a new algorithm for automatic generation of polygonal approximations of 2...
Curve reconstruction algorithms are supposed to reconstruct curves from point samples. Recent papers...
The classic Douglas-Peucker line-simplification algorithm is recognized as the one that delivers the...
Curve reconstruction algorithms are supposed to reconstruct curves from point samples. Recent papers...
The authors present a graduate iterative merging algorithm for polygon approximation. The algorithm ...
The paper presents the results of simplification by Douglas-Peucker algorithm of lines containing fi...
\u3cp\u3eDue to its many applications, curve simplification is a long-studied problem in computation...
Contour polygonal approximation is usually defined as a set of selected points, which describes a po...
We present an algorithm for approximating a given open polygonal curve with a minimum number of circ...
Due to its many applications, curve simplification is a long-studied problem in computational geomet...
This chapter presents an iterative smoothing technique for polygonal approximation of digital image ...
Simplifying polygonal curves at different levels of detail is an important problem with many applica...
We improve the time complexities for solving the polygonal curve approximation problems formulated b...
In this paper, we propose a quick threshold-free algorithm, which computes the angular shape of a 2D...
In this paper, we propose an algorithm that, from a maximum error and a digital curve (4- or 8-conne...
The present paper proposes a new algorithm for automatic generation of polygonal approximations of 2...
Curve reconstruction algorithms are supposed to reconstruct curves from point samples. Recent papers...
The classic Douglas-Peucker line-simplification algorithm is recognized as the one that delivers the...
Curve reconstruction algorithms are supposed to reconstruct curves from point samples. Recent papers...
The authors present a graduate iterative merging algorithm for polygon approximation. The algorithm ...
The paper presents the results of simplification by Douglas-Peucker algorithm of lines containing fi...
\u3cp\u3eDue to its many applications, curve simplification is a long-studied problem in computation...
Contour polygonal approximation is usually defined as a set of selected points, which describes a po...
We present an algorithm for approximating a given open polygonal curve with a minimum number of circ...
Due to its many applications, curve simplification is a long-studied problem in computational geomet...
This chapter presents an iterative smoothing technique for polygonal approximation of digital image ...