In this paper the properties of the generalized conics are used to create a unified framework for generating various types of the distance fields. the main concept behind this work is a metric that measures the distan...
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ISBN:
(纸本)9781728188089;9781728188096
In this paper the properties of the generalized conics are used to create a unified framework for generating various types of the distance fields. the main concept behind this work is a metric that measures the distance from a pointto a line segment according to the definition of the ellipse. the proposed representation provides a possibility to efficiently compute the proximity, arithmetic mean of the distances and a space tessellation with regard to the given set of polygonal objects, line segments and points. In addition, the weights can be introduced for objects, their parts and combinations. this fact leads to a hierarchical representation that can be efficiently obtained using the pixel-wise operations. the practical value of the proposed ideas is demonstrated on an example of applications like skeletonization, smoothing and optimal location finding.
the paper introduces a novel confocal ellipse-based distance (CED), that is based on the properties of the confocal ellipses. this distance is used to produce a confocal elliptical field (CEF). the Euclidean Distance ...
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the paper introduces a novel confocal ellipse-based distance (CED), that is based on the properties of the confocal ellipses. this distance is used to produce a confocal elliptical field (CEF). the Euclidean Distance transform (EDt) of a single point (called seed) generates a distance field of concentric circles. the sum of two such distance fields of two distinct seed points produces a distance field of confocal ellipses. this fact enables to adapt CED and CEF to the discrete case, referred to as CED-Dt and CEF-Dt. the properties of the CEF and CEF-Dt make them useful for skeletonization, in particular for efficient removal of the spurious branches.
this paper presents an object-based method for analysing the content drawn by graphical operators in natively digital PDF documents. We propose that graphical content in a document can be classified either as structur...
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this paper presents a new method for image compression by neural networks. First, we show that we can use neural networks in a pyramidal framework, yielding the so-called PCA pyramids. then we present an image compres...
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this paper presents a new method for image compression by neural networks. First, we show that we can use neural networks in a pyramidal framework, yielding the so-called PCA pyramids. then we present an image compres...
this paper presents a new method for image compression by neural networks. First, we show that we can use neural networks in a pyramidal framework, yielding the so-called PCA pyramids. then we present an image compression method based on the PCA pyramid, which is similar to the Laplace pyramid and wavelettransform. Some experimental results with real images are reported. Finally, we present a method to combine the quantization step with the learning of the PCA pyramid.
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