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In this work, the selection of activated systems and their potential segregation in separated zones, taking place in a way which minimizes strain hardening due to system interactions, is investigated analytically for ductile FCC crystals.
For those reasons, the AFM measurement must be optimized in a way which minimizes intrusiveness, checks for possible artifacts, and provides a good contrast and spatial resolution in the measured data.
Thus, it may seem reasonable to attempt to select samples for removal in a way which minimizes the difference between the estimates of p t and p c before and after the removal of said samples: begin{array}{*{20}l} D'_{t} = arg min_{hat{p}'_{t}} mathcal{D}(hat{p}_{t}, hat{p}'_{t}), end{array} (3).
Statistical optimal design theory, however, allows the setting of experimental conditions (dose levels, measurement times, etc). in a way which minimizes the number of required measurements and subjects to obtain the desired precision of the results.
We cited a study of a fundamental Anthropologist (Geertz 1976) who did ethnography research at a specific region in Southeast Asia: "…the slametan (the ceremony of wishes), form a kind of social universal joint, fitting the various aspect of social-life and individual experience together in way which minimizes uncertainty, tension and conflict or at least it is supposed to do so".
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Main concern in this problem is to place sidings in such a way which minimize total operating cost and total delay.
Drivers with long legs may need to put their seats all the way back, which minimizes the amount of space behind the driver's seat that can accommodate a car seat.
These are classified as payoff-dominant solution (which maximizes the individual payoff, if the interaction partner decides in the same way) and risk-dominant solution (which "minimizes the maximum damage", i.e. maximizes the individual payoff for the worst-case choice of the interaction partner and corresponds to non-cooperative behavior).
The objective of our analysis in this section is to show that there is a proper way of initially distributing white balls, which minimizes the number of urns that end up having black balls as a result of malicious actions successively changing the color of balls from white to black.
These studies incorporate the prior in different ways, but for inference methods which minimize a penalty function, the prior knowledge is often quantified as the 'unlikelihood' of a link, and this value is multiplied by the sparsity term in the penalty function (Christley et al., 2009; Greenfield et al., 2013; Gustafsson and Hörnquist, 2010).
Firstly, we investigate a two-way MIMO relay system using the criteria which minimize an MSE of the signal waveform estimation for both two source nodes.
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