Equation (12) is highly non-linear and non-convex, hence, an improper selection of the initial guess may lead to a local convergence which is deviated from a global minimal.
It realizes a fast convergence which is usually within 10 steps for all parallel stream flow arrangements.
The purpose of this paper is extending Theorem A to the complete moment convergence, which is a more general version of the complete convergence.
It is shown that the disordered model converges to the periodic case as N increases, with a rate of convergence which depends on the disorder degree.
Importantly, these pathways have a high degree of convergence, which has a common consequence; i.e., many modulate synaptic strength and change the coupling between neurons.
In particular, the FPGA implementation exhibits a reasonably fast convergence, which is required to produce accurate parameter estimations.
To achieve a rate of convergence which is exponential in N, however, Gegenbauer reconstruction, requires increasing the order m of the polynomials linearly with the truncation N of the series: m = βN for some constant β > 0.
In Section 2, we introduce an axiomatic definition of a vector space with convergence, which does not require neither axiom for the uniqueness of the limit of a convergent sequence nor axiom for convergence of subsequences of a convergent sequence (Definition 2.1).
The Lib Dems back a policy of "contraction and convergence" which would set up a global framework to cap CO2 emissions at a per-person level which is the same for all countries.
The notion of ideal convergence was introduced first by Kostyrko et al. [1] as a generalization of statistical convergence which was further studied in topological spaces [2].
The notion of ideal convergence was first introduced by Kostyrko et al. [5] as a generalization of statistical convergence, which was later studied by many other authors.
