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Bentham considered only the first class of laws to be legitimate.
According to Saadya, humans don't know what God has in mind regarding this class of laws, and yet, champion of reason as Saadya appears to be, he nonetheless decides (albeit tentatively, and with qualification) to provide reasons for these laws.
A periodic motion of the internal body relative to the main body, which generates the motion of the main body with periodically changing velocity and the maximum displacement for the period, is constructed for a wide class of laws of resistance of the environment to the motion of the main body.
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In effect, this makes initiatives a higher class of law.
If every shooting in a public place led to a new class of law enforcement officers, America would look like a war zone.
Who would have imagined that Citigroup would trade for a time under $1 or that General Electric would trade for a time under $6 or that Bear Stearns and Lehman Brothers would virtually vanish, or that a graduating class of law students would be unable to get jobs or that high-end M.B.A.'s would be unemployable?
In fact, Saadya not only gives reasons for the "laws of revelation" as a class of law in general, but he then additionally offers explanations for the particularities of individual cases in point of such laws.
Following on a distinction already drawn in rabbinic sources, but providing the first extended discussion of this distinction in a Jewish philosophical text, Saadya draws our attention to the presence of 2 classes of laws in the Hebrew scriptures, most frequently translated as the "laws of reason" and the "laws of revelation".
The executive branch can refrain from prosecuting certain individuals, but it cannot, in theory, offer immunity to entire classes of law-breakers.
The present paper provides new possibilities for deriving representations of exact statistical distributions if the sample vector follows a probability law coming from a rather big class of probability laws.
It was noted in Madan and Schoutens (2016b) that when the local motion is described by the generalized class of limit laws (Khintchine 1938; Lévy 1937; Sato 1999), of which the Gaussian law is an example, that then, in the non-Gaussian limit cases, the integral of the arrival rate function must be infinite.
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