Titlebook: Cloud Computing; Methods and Practica Zaigham Mahmood Book 2013 Springer-Verlag London 2013

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Ayesha Omar,Manjeet RamgotraIn this article, we address the problem of detecting longitudinal heterogeneity in generalized linear models which is accomplished by a formal significance test for parameter instability accompanied by visualization techniques which allow for carrying out the test graphically and exploring the structure of the data.

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Mixing Properties for f-Expansions: The Bounded p-Variation Case,This is a continuation of the author’s earlier work (Iosifescu (1986)). Using the Frobenius-Perron operator conditions are given under which either reversed φ-mixing or ψ-mixing holds for f-expansions. The bounded variation assumptions previously made are replaced by (weaker) bounded p-variation assumptions.

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jan jagodzinskiIn this chapter, we discuss several aspects of the practical use of the DWR method described in the previous sections. These are (i) the practical and efficient evaluation of the a posteriori error representations, (ii) the extraction of local refinement indicators, and (iii) the design of strategies for economical mesh adaptation.

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Shikha GulatiHighlights state-of-the-art research and discovery in the use of MOFs in catalysis and their scope as novel materials.Presents the strategies for the synthesis and functionalization of MOFs.Discusses

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Flexibel automatisierte Fertigungssystemespectives of the site. Archaeological parks may provide several advantages in achieving integrated strategies during the decision-making process. The term “archaeological park” opens two-way perspectives in the management process: as a landscape approach for management of large territorial scale arc

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Peter A. Darnell,Philip E. Margolisture of vendors and receiving farms is determined by the technology level of their production process. Instead of the Cobb-Douglus equation of production, the level of technology can also be calculated from the second law of thermodynamics. Technology is the integrating factor of the non-total diffe

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