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It is difficult to understand how Hume could have confused the first, regularity definition with the second, very different counterfactual definition.
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An example of the second regularity, namely over-education, is Li et al. (2006) who find that from 1993 to 2001 52percentt of immigrants into Canada since 10 years or less were over-educated, compared with 28percentt of corresponding Canadians.
The second regularity is that over-education rate is, on average, higher among immigrants than it is among corresponding natives (see e.g. Li et al., 2006; Kler, 2007; Green et al., 2007; Galarneau and Morissette, 2008; Wald and Fang, 2008; Nielsen, 2011 1.
John Wilkins and Wesley R. Elsberry characterize Dembski's "explanatory filter" as eliminative because it eliminates explanations sequentially: first regularity, then chance, finally defaulting to design.
In the first place, regularities may be simply constructs of the human mind.
The first type of regularity is Destination regularity, which is about measuring the tendency of a targeted individual to visit a similar set of destinations on the same day of the week, e.g. Monday this week is similar to Monday next week.
In particular, the first well-known regularity criterion is due to Serrin [14]: if the Leray-Hopf weak solution u of the 3D Navier-Stokes equations satisfies ∫ 0 T ∥ u ( ⋅, t ) ∥ L p q d t < ∞ with 2 q + 3 p = 1 and 3 < p ≤ ∞, then u is regular on ( 0, T ].
First, the regularity of the simplicial partition allows a very efficient implementation of the control law on digital circuits, with computation performed in tens of nanoseconds.
Charles as "Charles's law," was the first of several regularities in the behaviour of matter that Gay-Lussac established.
To the best of our knowledge, this is the first work on regularity-constrained floorplanning in the context of multi-core processor designs.
The second type of regularity is Length Regularity, which is about measuring the tendency of a targeted individual to visit the same number of destinations on the same day of the week.
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