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The final CRV value of cluster C is computed as the sum of all the CRV values for the examples contained in the cluster: begin{aligned} mathrm {CRV}_{C}=sum _{iin C} mathrm {CRV}_i.
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The values for the example was a=0.65 and ϕ=0.78 which provided a maximum inner CGD of 0.70. Figure 8 The optimisation of a and ϕ value of the Example 1 network.
In Figure 9, the mutual CGD is shown for Example 1 for the search range of θ. Figure 9 The optimisation of θ values for the Example 1 network.
The values for the example data are 0.44 and 0.59, respectively.
Red and blue circles (S- and L-group members, respectively) highlight the values for the example cells shown in Figure 1.
We find this value for the example of an Erdos-Renyi random graph model.
To accelerate finding average PU value for an element we calculated them only for the contexts of 11, 15, 20, 25 and 30 nt according to [ 2], a method which produced consistent results for perfect loop configuration (PU = 1), perfect stem configuration (PU = 0) and a very similar PU value for the example in [ 2] for natural pre-mRNA structure supporting TCTCTCT element.
We would like to mention that Mathematica has been used to obtain the exact values for the three examples where eigenvalues cannot be computed concretely.
By comparing the optimal LP-solution values for the aforementioned examples, provided by the models in Section 3, we can state the following result.
Figure 5 shows the CI and RI values for the two example hospitals plotted against each other.
The calculated values for this example are summarized in Table 4.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com