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Exact(13)
The optimal power allocation is computed using the bisection method (relative error below 10−5).
Using the bisection method described in Remark 2.3, we can get a better approximation for such a b.
As in the previous application example, we compute the optimal power allocation using the bisection method (relative error below 10−5).
Its accuracy is shown to be higher than that of the traditional KCP using the bisection method, and it is much more efficient than Monte Carlo simulation.
Note that if the rank constraints are neglected, Problem (21) can be easily solved using the bisection method (see p. 146 in [31]) which provides the optimal solution for Problem (21).
Therefore, μ ¯ b can be efficiently determined iteratively to satisfy ∑ l = 1 N c ∑ k = 1 K p b, k, l = T p b by using the bisection method.
Similar(47)
Thus, we can use the bisection method to find the optimal global multiplier μ [19].
We use the bisection method to solve this constrained optimization problem.
Then, the jammer uses the bisection method to find the α that satisfies Equation 20 and computes the NBS-based power allocation solution by using Equation 19.
If MRT does not satisfy (26b), then it uses the bisection method (Algorithm 2) to find the covariance matrix with largest component in the direction of h11 that satisfies (26b).
In addition, we used the bisection method to find a separate posterior probability cutoff for each of the 16 TFs that gave the SBaSeTraM method a FPR (for that TF) close to the FPR obtained with GMATIM.
More suggestions(15)
using the bindFromRequest method
using the basket method
using the charmat method
using the hypoDD method
using the hopscotch method
using the bisection search
using the bisection technique
using the bisection bisection
using the bisection tree-bisection
using the bisection model
using the absorption method
using the bisection addition
using the bisection bisection-reconnection
using the recovery method
using the linear method
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Justyna Jupowicz-Kozak
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