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We point out that an arcwise connected cone-quasiconvex set-valued mapping is characterized by a selection satisfying suitable conditions.
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Two fortification agate samples selected for elemental mapping are characterized by the colorful and bluish banding layers, respectively.
For this purpose, mapping was characterized as accurate and unique when a mock read mapped to the originating locus with a score >10 and without mapping to any other genomic site having two or more mismatches.
In contrast to texture video, depth map is characterized by piecewise smooth regions bounded by sharp object boundaries.
If we Consider the map T : ↦ u, for given parameters λ + and λ + and a fixed Dirichlet condition, then the Gateaux derivative of this map is characterized in.
In addition, different from coding dependent texture view, depth map is characterized by sharp edges and large regions with nearly constant values.
Together with our previous results when N is a power of a prime [1,2], the period distribution of the cat map is characterized nearly completely for any integer N. Our results are also useful for evaluating the security of the cryptographic and steganographic algorithms based on the cat map as well as computing all unstable periodic orbits of the chaotic Arnold cat map.
The area closer to the lake shows a PhRI below 30%%, while the volcanic area, in the upper part of the map, is characterized by probabilities ranging between 30 % and 70%%.
In ideal conditions, acoustic maps are characterized by a global maximum at the point corresponding to the actual source position.
According to analyses of reports in the form of maps and summaries, all histograms and maps are characterized by low positive and negative values of shape deviations.
The rest of the maps are characterized by a mismatch between their corresponding attribute responses and the fluid content of the wells.
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