Sentence examples for the relevant functions from inspiring English sources
The latter have been modelled by means of a set of dependent variables whose combinations express the relevant functions performed by each actor.
By connecting different sensors or actuators, this generic core could then be made into dozens of different medical devices, with the relevant functions programmed as downloadable "apps".Eventually, medical devices might evolve into collections of specialised (and possibly proprietary) accessories, with the primary computing and safety features managed by an open-source hub.
Under RBB, the relevant functions are employed in consideration of prioritized reports to downsize the broadcast.
Wang and Rong defined the relevant functions of the node degree as the node load [18, 19, 20, 21].
The model also presupposes that every scientist is aware of the relevant functions from methods and number of workers to probabilities of success.
In early work, he spoke as though propositional constituents were the relevant functions and (ordered n-tuples of) entities that such functions map to truth-values.
In the original Battlefield 1942, I put it partly down to the fact that, even without comms headsets, players were able to jab the relevant function key to send out a request for ammo, medical help or just a lift in a passing tank.
It combines the steepest descent method with the famous conjugate gradient algorithm, which utilizes both the relevant function trait and the current point feature.
Frege could thus distinguish the proposition that Hesperus is bright from the proposition that Phosphorus is bright, even though the two propositions are alike with regard to the relevant function and argument.
The relevant function on paths can be defined as a composite of the auxiliary functions described above: A ˜ ( y, ω, t ) = ∑ k = 1 k max 2 ϕ ( y, k, t, ω ) ( ∏ i = 1 k a ˜ ( i, ω ) ).
Frege thought of the relevant function as a conditional mapping from individuals to truth values: Sang(x) = T if x sang, and F otherwise; where 'T' and 'F' stand for special entities such that for each individual x, Sang(x) = T if and only if x sang, and Sang(x) = F if and only if x did not sing.
