Titlebook: Computational Earthquake Science Part I; Andrea Donnellan,Peter Mora,Xiang-chu Yin Book 2004 Springer Basel AG 2004 Dynamics.Earthquake.co

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Beatrix Kania,Hans-Peter Raiblee result suggests that critical sensitivity is in reality a common feature prior to catastrophe transition in driven nonlinear threshold systems, with disordered mesoscopic heterogeneity. This result seems to be supported by rock experiments.

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Die Einkommensteuer in Gro?britanniencracks and two mutually orthogonal sets of 2-D cracks. Real systems are not self-similar therefore the proposed approach is based on their approximation by self-similar systems. A necessary condition is formulated for such an approximation.

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Critical Sensitivity in Driven Nonlinear Threshold Systemse result suggests that critical sensitivity is in reality a common feature prior to catastrophe transition in driven nonlinear threshold systems, with disordered mesoscopic heterogeneity. This result seems to be supported by rock experiments.

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Die Besteuerung von Kapitalverm?gener-law scaling relation between the rupture growth length and the nucleation time to the critical point is derived from theoretical consideration based on laboratory data. This power-law scaling relation has no singularity, and hence it may be useful for the predictive purpose of an imminent, large earthquake.

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Statistical Tests of Load-Unload Response Ratio Signals by Lattice Solid Model: Implication to Tidale phase shift is found to decrease. Another parameter, ., controls the height of the probability density function (Pdf) of modeled seismicity. As this parameter increases, the Pdf becomes sharper and narrower, indicating a strong triggering. Statistical studies of LURR signals in shearing tests also

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