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If we would have a closed-form expression for such proximity operator or if we could approximate it efficiently (with the approximation errors decreasing at appropriate rates [27]), then we could efficiently solve (7).
They can, however, approximate fractional-order systems, with the approximation quality depending on the order of the transfer functions and the methods used to design them.
An individual P-value given by R ij/(n + 1) is approximately uniformly distributed on the unit interval (0, 1), with the approximation improving as n (the number of genes) increases.
Among other results, it is shown that any analytic space-like curve without isolated inflections can be approximately converted into a G1 spline curve composed of MPH cubics with the approximation order being equal to four.
We begin with the approximation (29).
This implies that the condition (73e) is satisfied with the approximation.
With the approximation, the determination about which measurement originates from the jth target is avoided.
Many references can be cited dealing with the approximation of solutions of (VIPs) and equilibrium problems.
In this paper, we will get its strict proof of analysis with the approximation method.
The resulting complexity is of the order, with the approximation holding for.
In [18], Ruan et al. proposed another centralized algorithm with the approximation factor lnΔ+2.
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