Titlebook: Nonlinear Dielectric Phenomena in Complex Liquids; Sylwester J. Rzoska,Vitaly P. Zhelezny Conference proceedings 2005 Springer Science+Bus

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Anomalous Expressions for The Nonlinear Harmonic Components of the Electric Polarizationntal angular frequency ι and in 3ι To illustrate the results so obtained for the stationary regime, dispersion and absorption spectra are plotted for each harmonic component in order to show the significant departure from the classical Brownian behavior (α=1) as α→0. Cole-Cole diagrams are also pres

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Phase Equilibrium in Complex Liquids under Negative Pressurepressures unexpected behaviour can appear: the liquids can reach the liquid-vapour instability line (spinodal), i.e. the liquid-liquid phase diagrams cannot be extended to arbitrarily low pressures, they have to terminate before crossing the spinodal. We present results of some calculations showing

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A. V. Chalyi,K. A. Chalyi,L. M. Chernenko,A. N. Vasi?evsive guide to temporal bone sectional anatomy that resembles as closely as possible the way in which it is now routinely reviewed, i.e., on the screens of diagnostic workstations or picture archiving and communication systems (PACS).978-3-319-36160-4978-3-319-08242-4

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Viatly P. Zheleznysive guide to temporal bone sectional anatomy that resembles as closely as possible the way in which it is now routinely reviewed, i.e., on the screens of diagnostic workstations or picture archiving and communication systems (PACS).978-3-319-36160-4978-3-319-08242-4

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Aleksandra Drozd-Rzoska concurrency of such databases. In particular, we show that the classic 2PL mechanism cannot ensure serializability in temporal databases. Instead, we suggest an alternative method to ensure serializability and reduce redundant abort operations, which is based on a temporal serializability graph.

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Anomalous Expressions for The Nonlinear Harmonic Components of the Electric Polarizationto introduce a fractional approach applied to noninertial rotational diffusion of polar molecules. This leads to solve a fractional Smoluchowski equation (in configuration space only) characterized by an anomalous exponent α varying in the interval ]0,1] corresponding to a slow relaxation process (s