The distributions of votes and errors can then be combined to yield an ensemble uncertainty profile using a method rooted in elementary probability theory.
This works in elementary schools best!
The ECF method in turn relies on elementary mode (EM) analysis, which can be applied to metabolic models comprising < ~100 reactions, but remains intractable for genome-scale models.
The seasonal adjustment procedure derived by SEATS on the basis of the prolonged series and the model fitted is more difficult to explain, except the basic objective: a decomposition of the series a little bit like in elementary seasonal decomposition methods.
In this paper, we focus on investigating the robustness of an elementary coevolution method in resolving the prisoner's dilemma game upon the interdependent networks.
In 1978, Itoh and Takahashi [1] established the existence of common fixed points of a quasi-nonexpansive mapping and a multivalued nonexpansive mapping by an elementary constructive method in a Hilbert space.
We apply the method in different settings to give elementary proofs of some classical inequalities such as the Hardy-Littlewood-Sobolev and the logarithmic Sobolev inequality in their sharp form.
The operator method in this paper is quite elementary and it also could be applied for random sums S N n = ∑ k = 1 N n X n k, S 0 = 0, where N n, n = 1, 2, … are positive integer-valued random variables, independent of all X n k, k = 1, 2, …, n ; n = 1, 2, … .
In Section 2.2 we assess the efficiency of the method in terms of the number of elementary gates and realization time, and show that it can be highly advantageous as compared to other platforms.
Courses in methods of teaching might be useful for those who want to teach in elementary schools, critics say, where the focus is on teaching students to read and do basic arithmetic.
