Titlebook: Methods and Supporting Technologies for Data Analysis; Danuta Zakrzewska,Ernestina Menasalvas,Liliana Byc Book 2009 Springer-Verlag Berlin

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https://doi.org/10.1007/978-3-642-02196-1Data Analysis; E-Learning; Internet; Technologie; computational intelligence; data mining; database; develo

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978-3-642-42496-0Springer-Verlag Berlin Heidelberg 2009

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Methods and Supporting Technologies for Data Analysis

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, for systems consisting of two buffers and two machine states, we show that the steady-state probability densities of the buffer levels satisfy a set of coupled hyperbolic partial differential equations. Perkins and Srikant [33] use transform techniques to explicitly determine these probability den

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Marta E. Zorrilla, for systems consisting of two buffers and two machine states, we show that the steady-state probability densities of the buffer levels satisfy a set of coupled hyperbolic partial differential equations. Perkins and Srikant [33] use transform techniques to explicitly determine these probability den

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Ernestina Menasalvas Ruiz,Santiago Eibe Garciae form: ΔCBF = Sp.devP. + S.-devE. + I, with S. in ml/(g.min.mmHg), S. in ml./(g.min.mmHg) and I in ml/(g.min). In the control vasoactive state we found (mean ± SD): ΔCBF = (0.015 ± 0.005) devP. + (0.0026 ± 0.014) devE. + (0.19 ± 0.60). Maximal vasodilation increased coronary flow in diastole by a f