For a given material, the coupling coefficient has a theoretical upper bound defined by the most favorable deformation geometry.
Note that the bound defined in (10) may not be tight enough since it depends on, for instance, the geometry and the size of the network.
Here we define the sets mathcal{X}_{m} :=bigl{ (x,y inmathcal{X}^{2}:M y,x leq m bigr} quad forall min{ 1,2,3,ldots}, where (M y,x) ) is the maximum bound defined in Proposition 4.1.
If at least one distance estimate error is negative, the intersection no longer contains the target node position, and then the bound defined in (8) may not be valid.
Based on what was presented above, the verification of output error bound (defined by the designer) is proposed, as opposed to the framework developed by Cox et al. [20, 21], in which error verifications are not supported.
The credible interval coverage, relative bias, error, and HPD bound defined here are similar to the corresponding measures used by H eled and D rummond (2008).
Histone readers have specific domains that bind defined "signatures" of histone PTMs and act as platforms for recruitment of transcription factors, mediators or additional epigenetic response factors to chromatin.
One way to approach this is to use chimeric enzymes consisting of a targeting module that specifically binds defined DNA sequences (such as zinc fingers, transcription activator-like effectors (TALEs), or CRISPRs) and an effector domain that harbors a defined epigenetic activity, such as catalytic domains of DNA- or histone methyltransferases [ 18].
Although in vitro DNA-binding studies have shown that many of these factors have a certain degree of flexibility in the sequences to which they bind, defined in terms of a position weight matrix [ 60], our studies show that for any given appearance these sites are actually highly conserved across all species of the Drosophila genus.
The Cramér-Rao bound defines the minimal variance for the best unbiased estimator (which verifies E [ p ̂ - p ] = 0 ); thus, we have V [ p ̂ - p ] = V ≥ CRB where CRB = F - 1. (3).
