Transactions on Computational Science VIII

Transactions on Computational Science VIII
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Artikel-Nr:
9783642162350
Veröffentl:
2010
Seiten:
167
Autor:
C. J. Kenneth Tan
Gewicht:
289 g
Format:
244x159x13 mm
Serie:
6260 6260, Lecture Notes in Computer Science, Transactions on Computational Science
Sprache:
Englisch
Beschreibung:

The 8th issue of the Transactions on Computational Science has been divided into two parts. Part I, prepared by Guest Editors Nadia Nedjah, Abdelhamid Bouchachia, and Luiza de Macedo Mourelle, consists of 5 detailed papers, presenting state-of-the-art research results on adaptive models for evolutionary computation and their application in various dynamic environments. The 6 papers in Part II take an in-depth look at selected computational science research in the areas of geometric computing, Euclidean distance transform, distributed systems, segmentation, visualization of monotone data, and data interpolation.
This volume's two sections contain detailed papers examining the latest research results on adaptive models for evolutionary computation, as well as a number of selected research papers in areas such as geometric computing and data interpolation.
Reflects recent developments in the field of Computational Science Takes a close look at adaptive models for evolutionary computing Focuses on up-to-date research in areas such as geometric computing and distributed systems
From the contents:
Environmental Modeling and Identification Based on Changes in Sensory Information.- Polymorphic Particle Swarm Optimization.- C-Strategy: A Dynamic Adaptive Strategy for the CLONALG Algorithm.- A Comparison of Genotype Representations to Acquire Stock Trading Strategy Using Genetic Algorithms.- Automatic Adaptive Modeling of Fuzzy Systems Using Particle Swarm Optimization.- Computational Algorithm for Some Problems with Variable Geometrical Structure.- In-Place Linear-Time Algorithms for Euclidean Distance Transform.- A Foundation of Demand-Side Resource Management in Distributed Systems.- Modified Bias Field Fuzzy C-Means for Effective Segmentation of Brain MRI.- Visualization of Monotone Data by Rational Bi-cubic Interpolation.- C1 Monotone Scattered Data Interpolation.

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