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Specifically, we present two representational network traces in this section, namely Trace1 and Trace2.
Although most of the above-mentioned meanings of "risk" have been referred to by philosophers, a large part of the philosophical literature on risk refers to risk in the more informal sense that was mentioned at the beginning of this section, namely as a state of affairs in which an undesirable event may or may not occur.
We may approach that distinction via the distinction that is our topic in this section, namely the distinction between dispositions, so understood, and powers (Reid 1788; note this term is sometimes used to mean something like dispositions, e.g. in Molnar 2006).
The simulatori was developed using Matlab and it implements the scenario described in this section, namely vehicles distributed in a one-dimensional road, traveling at a pre-defined and constant speed, with an exponential inter-vehicular distance and a maximum wireless radio coverage, assuming an ideal wireless technology (no packet losses nor collisions and infinite bandwidth).
First of all, results show that our mathematical analysis perfectly matches our model of the ETSI SLAAC solution configuration time, assuming the simplifications that we have described in this section, namely: constant and homogeneous speed, perfect collision-free wireless medium, exponential inter-vehicle spacing.
A single item was included in this section, namely, "Most people who are important to me think I should do physical activities that make me out of breath at least three or more times during my free time next week".
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(This illustrates a point raised in an earlier section: namely, that attempts to justify the choice of a hypothesis rest on expectations about future discoveries. See Discovery, justification, and falsification).
In this section, we consider a linear (VRP) as mentioned in the preceding section, namely we wish to find x ¯ ∈ R n such that A x ¯ ≤ C y + c for every y solution to the system P y ≤ Q x ¯ + q.
However, this stricter definition does not change the considerations made in the previous section, namely, that a phenotypic error catastrophe has no influence at a higher selective-evolutionary level, as almost all those phenotypes have the same or almost the same fitness.
Those words being in the second section, no suit of that class could be removed into the federal court, unless the value of the matter in dispute was such as is prescribed in 'the preceding section,' namely, $2,000, exclusive of interest and costs.
The current study presents a new way to simplify the cross section, namely, the hydraulic equivalent section, which is generalized from the cross section in the "gradually varied flow of an alluvial river" (GVFAR) and features hydrodynamic properties and bed-building laws similar to those of the GVFAR.
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