Results 31 to 40 of about 14,964 (289)
A Phase Field Model for Continuous Clustering on Vector Fields [PDF]
, 2001 A new method for the simplification of flow fields is presented. It is based on continuous clustering. A well-known physical clustering model, the Cahn Hilliard model, which describes phase separation, is modified to reflect the properties of the data to
Garcke, Harald, +5 more
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On the motion of hairy black holes in Einstein-Maxwell-dilaton theories [PDF]
, 2016 Starting from the static, spherically symmetric black hole solutions in massless Einstein-Maxwell-dilaton (EMD) theories, we build a "skeleton" action, that is, we phenomenologically replace black holes by an appropriate effective point particle action ...
Benjamin K. Keitz (1969399) +4 more
core +3 more sources
Remote Sensing, 2020 This work presents novel pattern recognition techniques applied on bathymetric data from two large areas in Eastern Mediterranean. Our objectives are as follows: (a) to demonstrate the efficiency of this methodology, (b) to highlight the quick and ...
Eleni Kokinou, Costas Panagiotakis
doaj +1 more source
Phase space path integral in curved space [PDF]
, 2000 Phase space path integral is worked out in a riemannian geometry, by employing a prescription for the infinitesimal propagator that takes riemannian normal coordinates and momenta on an equal footing.
Ferraro, R., Leston, M.
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Frontiers in Materials, 2019 Identifying local thickness information of fibrous or highly porous structures is challenging. The analysis of tomography data calls for computationally fast, robust, and accurate algorithms. This work systematically investigates systematic errors in the
Claudia Richert +4 more
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Pore Space Characterization of Carbonated Binary Micro-Computed Tomography Images, Case Study [PDF]
Iranian Journal of Chemistry & Chemical Engineering, 2022 Pore space characterization helps a better understanding of porous media. The pore geometry and topological properties in carbonated rocks are important for a better understanding of the complex hydrologic and elastic properties.
Mohammad Ashrafi +2 more
doaj +1 more source
A modified K3M thinning algorithm
International Journal of Applied Mathematics and Computer Science, 2016 The K3M thinning algorithm is a general method for image data reduction by skeletonization. It had proved its feasibility in most cases as a reliable and robust solution in typical applications of thinning, particularly in preprocessing for optical ...
Tabedzki Marek +2 more
doaj +1 more source
Fast and robust curve skeletonization for real-world elongated objects
, 2018 We consider the problem of extracting curve skeletons of three-dimensional, elongated objects given a noisy surface, which has applications in agricultural contexts such as extracting the branching structure of plants. We describe an efficient and robust
Medeiros, Henry, Tabb, Amy
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Automation Process for Morphometric Analysis of Volumetric CT Data from Pulmonary Vasculature in Rats [PDF]
, 2010 With advances in medical imaging scanners, it has become commonplace to generate large multidimensional datasets. These datasets require tools for a rapid, thorough analysis. To address this need, we have developed an automated algorithm for morphometric
Krenz, Gary S. +2 more
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Pore Space Quantification of Three Sandstones Binary Micro CT Images [PDF]
Muhandisī-i manābi̒-i ma̒danīThe pore geometry and topology properties of rocks are significant for a better understanding of the complex hydrologic and elastic properties. If the complexity of porous media is considered, reliable results can achieve. In three-dimensional imaging of
M. Ashrafi +2 more
doaj +1 more source