Sentence examples similar to Defining it is straightforward from inspiring English sources
Once the haplotypes are defined, it is straightforward to examine a subset of SNPs and disease association.
If p θ (P) and p ~ θ (P obs ) are well defined probability distributions it is straightforward to see that q θ (P) and q ~ θ (P obs ) are also.
Having defined the notion of limit in this context, it is straightforward to define continuity of a function.
Once 'common ancestry' and 'independent ancestry' are thus defined for a set of taxa, it is straightforward to apply the model selection tests to determine which hypothesis is best.
Now, it is straightforward to define a path-conservative scheme in the sense defined in [9] based on the previous decomposition: W_{i}^{n+1}=W_{i}^{n}- frac{Delta t}{vert V_{i} vert}sum_{j inmathcal{N}_{i}} vert E_{ij} vertwidehat{mathcal{A}}_{ij}^ cdot bigl(W_{j}^{n}-W_{i}^{n} bigr), (12) where (widehat{mathcal{A}}_{ij}^= widehat{mathcal{A}}^_{Phi}(W_{i},W_{j}, boldsymbol {eta }_{ij})).
Although it is straightforward to define similarity measures on two nets that contain the same number of units, it is harder to see how this can be done when the basic architectures of two nets differ.
With calibrated class probability estimates, it is straightforward to define the applicability domain by setting a threshold for the class membership probability below which the prediction of an object is rejected.
Defining p· g ≡ ∑ i p ig, it is straightforward to show that the M step's objective function is maximized in μ g by (2) i.e. by a weighted average of the observations, with weights determined by (estimated) conditional probability of membership in class g.
Proof It is straightforward.
While everybody is familiar with ageing, the ageing defining it is not so straightforward.
