Titlebook: Reviews of Environmental Contamination and Toxicology Volume 223; David M. Whitacre Book 2013 Springer Science+Business Media New York 201

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Book 2013Reviews of Environmental Contamination and Toxicology attempts to provide concise, critical reviews of timely advances, philosophy and significant areas of accomplished or needed endeavor in the total field of xenobiotics, in any segment of the environment, as well as toxicological implications.

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David M. WhitacreProvides detailed reviews worldwide to key scientists and science or policy administrators.Supplies scientific review articles on all aspects of environmental contamination and associated toxicologica

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lysis of shapes. The ECC assigns to each point within a shape its geodesic distance to the furthest point, providing essential information about the shape’s geometry, connectivity, and topology. Although the ECC has proven valuable in numerous applications, its computation using traditional methods

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Carolina Marchant,Víctor Leiva,M. Fernanda Cavieres,Antonio Sanhuezathe connected component analysis frameworks to detect meaningful objects together with their spatial and topological relationships. The graphs reduced in the pyramid may be region adjacency graphs, dual graphs or combinatorial maps. Using any of these graphs each vertex of a reduced graph encodes a

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Ruiqing Zhang,Fengchang Wu,Huixian Li,Guanghui Guo,Chenglian Feng,John P. Giesy,Hong Changion can lead to substantial loss of information. Hypergraph representations, on the other hand, allow vertices to be multiply connected by hyperedges and can hence capture multiple or higher order relationships among features. Due to their effectiveness in representing multiple relationships, in thi

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Carolin V?lker,Matthias Oetken,J?rg Oehlmanned graphs and using error-tolerant graph matching methods. To do so, it is needed a first step to extract the graphs given the original objects and deduct the whole attribute values of nodes and edges. Depending on the application, there are several methods to obtain these graphs and so, the object

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Vaneet Aggarwal,Xin Deng,Atac Tuli,Kean S. Gohf a pattern graph into a target graph. In the pattern recognition community, the most well-known SI solvers are VF2, VF3, and RI. SI is also widely studied in the constraint programming community, and many constraint-based SI solvers have been proposed since Ullman, such as LAD and Glasgow, for exam

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