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Thus, Newton's theory is not incorrect; rather, it constitutes a valid approximation to general relativity under certain conditions.
Because the heat effects associated with adsorption are comparatively large, the assumption of isothermal behavior is a valid approximation only when uptake rates are relatively slow.
Because the heat effects associated with adsorption are comparatively large, the assumption of isothermal behaviour is a valid approximation only when uptake rates are relatively slow.
The Hillson and Rideal expression is shown to be a valid approximation when illumination of the electrode only slightly perturbs the electrodic charge-transfer reactions.
Recent investigations have shown that the Pareto class of models provide a valid approximation for the statistical structure of the backscattering from the sea, for high resolution X-band maritime surveillance radar.
This result demonstrates that the CCPF model is a valid approximation for flows in karst aquifers as long as we set the fluid exchange coefficient sufficiently large and at least in the simple two-dimensional setting that we consider.
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For the connectivity-distance-only model we actually perform inference over both p max and p min. Evaluating whether or not approximate inference methods, such as MCMC, produce samples which are valid approximations of the posterior distribution is an ongoing area of research in the computational statistics community.
Similarly, themean and variance are computed using epochs recorded during the seizure: μ s = 0.59, σ s 2 = 0.03. Figure 3 shows that both μ b and σ b 2 correspond to SNR of approximately −10 dB, meaning that the signals of the model M1 are valid approximations for records of the spontaneous background activity.
At late times, all 1-D models give valid approximations of two-dimensional transport.
The present paper shows that both formulations are acoustical and represent valid approximations to correct conditions for isentropic sound propagation in a subsonic low Mach number duct.
Uniformly valid approximations are composed for the region 0 ⩽ x ⩽ 1 by synthesizing expansions pertaining to three separate regions; near x = 0, near x = 1, and the intermediate region in between.
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