He found their answers so interesting McCarthy was initiating a system of time-sharing for computers and was also creating a new and extremely sophisticated computer language, and Minsky was beginning his attempts to get computers to do non-numerical things, such as reasoning by analogy that he asked them if they needed money for their work.
He found their answers so interesting — McCarthy was initiating a system of time-sharing for computers and was also creating a new and extremely sophisticated computer language, and Minsky was beginning his attempts to get computers to do non-numerical things, such as reasoning by analogy — that he asked them if they needed money for their work.
But assigning numerical values to things proved successful in moving her closer to normal life.
To put a numerical point on things, the Note 10.1's average of five Quadrant scores breaks down to 5251, while its predecessor the Galaxy Tab 2 10.1 usually managed scores between 2600 and 2800.
Although James thinks he can quite legitimately enlist the support of such prestigious authorities as Aristotle and Averroes in favor of the view that matter and form together are constitutive of a thing's numerical unity, his solution has struck commentators as a somewhat contrived and ad hoc attempt to reach a compromise solution at all costs (Pickavé 2007; Wippel 1994).
One of them, which existed largely on paper, was a pretty harsh thing, with firm numerical quotas, effective border security, and harsh punishments for undocumented aliens who violated the laws.
We can note that the objection, if sound, would apparently prove too much, since a parallel objection would imply that there can be no such thing as genuine (numerical) identity through change of properties over time.
The numerical results suggest, among other things, that particular forms of plastic anisotropy can substantially reduce the maximum strain levels in the coating.
The first thing to notice is that the numerical viscosity provided by all numerical schemes is not constant, but differs by roughly an order of magnitude between low and high k.
This method called numerical integration was one of the first things computers were used for.
