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An RNA pseudoknot structure is therefore a k-noncrossing diagram for some k satisfying some minimum arc-length condition.
Additional constraints imply further properties, like for instance certain minimum arc-length conditions [ 12] and the nonexistence of isolated bonds.
In the following we assume k = 3, i.e. in the diagram representation there are at most two mutually crossing arcs, a minimum arc-length of four and a minimum stack-size of three base pairs.
We call diagrams containing at most (k - 1 -crossings, k-noncrossing diagrams, see Figure 5. RNA secondary structures exhibit no crossings in their diagram representation, see Figure 3 and Figure 4, and are therefore 2-noncrossing diagrams satisfying some minimum arc-length condition.
Fig. 7 The minimum arc distance between the signal frequency band and the harmonic frequency bands.
It is possible to detect this last peak by relaxing the minimum threshold t small for the arc length, but the tradeoff is an increase in the number of FP peaks.
We use the arc length to ignore any cells that cover small F-D curve segments, as determind by a minimum threshold t small.
4. Arc length problem.
The arc voltage is proportional to the arc length.
The arc length of ellipse, m.
In this mode, the arc is used at the range of the globular arc current but with short arc length.
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