Exact(2)
The idea is now to find that threshold which maximizes (1) while minimizing (2).
PANDAseq merges reads by choosing the overlap C, such that that maximizes (1) where F is the forward read sequence and R is the reverse read sequence.
Similar(58)
The vector h ̃ s which maximizes (D.2) corresponds to (40).
Thus it avoids small values and effectively maximizes (16).
(A) Find the frequency estimate that maximizes (45).
The power allocation which maximizes (3) is first investigated for a sum power constraint (4).
The value of θ* that maximizes (24) is found to be (25).
In this section, we provide the optimal number of nodes that maximizes (18) as follows.
This boils down to find the level of r which maximizes E[c2|r,x−r].
Now, we need to find the value of which maximizes f2(s λ μ,λ,μ).
We use a suboptimal estimate of in this case, choosing the value from that maximizes (46).
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Justyna Jupowicz-Kozak
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