Switching components are special patterns in binary matrices that play an essential role in many imageprocessing and pattern analysis tasks. Finding the minimal number of 0s that must be switched to 1s in order to el...
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In computed tomography, several well-known techniques exist that can reconstruct a cross section of an object from a finite set of it’s projections, the sinogram. This task – the numerical inversion of the Radon tra...
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The aim of this study was to investigate the environmental effects of a sewage disposal site operating between 1994 and 2010. After the end of operation, the disposal site was abandoned without recultivation. In order...
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According to the five Intergovernmental Panel on Climate Change (IPCC) Assessment Reports published between 1990 and 2014, changes in the climate have had varying impacts on both society and natural systems. Climate c...
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Barcode detection has many applications and detection methods. Each application has its own requirements for speed and detection accuracy. Fine-tuning, upgrading or combining existing methods gives fast and robust sol...
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ISBN:
(纸本)9780889869219
Barcode detection has many applications and detection methods. Each application has its own requirements for speed and detection accuracy. Fine-tuning, upgrading or combining existing methods gives fast and robust solutions for detection. Modern computer vision techniques help the whole process to be fully automated. Different detection approaches are examined in this paper, and new methods are introduced.
The problem of reconstructing a special class of binary images from their horizontal and vertical projections is considered. We present a general framework for analyzing the worst case complexity of this task if the i...
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In the present study, the effects of sewage network construction on groundwater quality are evaluated using Backman's contamination index (Cd) and the Water Quality Index (WQI). For this assessment we developed a ...
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Reconstructing binary matrices from their row, column, diagonal, and antidiagonal sums (also called projections) plays a central role in discrete to-mography. One of the main difficulties in this task is that in certa...
Reconstructing binary matrices from their row, column, diagonal, and antidiagonal sums (also called projections) plays a central role in discrete to-mography. One of the main difficulties in this task is that in certain cases the projections do not uniquely determine the binary matrix. This can yield an extremely large number of (sometimes very different) solutions. This ambiguity can be reduced by having some prior knowledge about the matrix to be reconstructed. The main challenge here is to find classes of binary matrices where ambiguity is drastically reduced or even completely eliminated. The goal of this paper is to study the class of hv-convex matrices which have decomposable configurations from the viewpoint of ambiguity. First, we give a negative result in the case of three projections. Then, we present a heuristic for the reconstruction using four projections and analyze its performance in quality and running time.
The Pythagorean-hodograph curves offer unique computational advantages in computer aided design and manufacturing. In this paper, geometric parameters based cubic PH curve interpolation and approximation algorithms ar...
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