Sentence examples for split corresponding to from inspiring English sources

The Solanum – Capsicum split, corresponding to the most common ancestor of Solanum & Physalis, occurred c. 19 Ma 955% HPD 17 21) (Additional files 2 and 3).

We denote by σ e (T) the split corresponding to edge e of T; if e is a leaf edge, then σ e (T) is a trivial split.

Proof The proof is a modification of the proof for Theorem 2. The "good" taxa are placed in the same way and the bad taxa are placed onto any split corresponding to a conflicting split in.

Hence, post hoc receiver operating characteristics (ROC, Fig. 3, Figure S5, Table S5) illustrate the prediction of a dichotomous endpoint defined as the median-split corresponding to MADRSd56 values ≤5 for remitters and ≥10 for nonremitters and complying with clinical cut-offs for remission57.

The inset of Fig. 8b displays the peak splitting corresponding to the orthorhombic phase.

On the other hand, the class of circular collection of splits contains the class of the collection of splits corresponding to a tree.

Another option could be to contrast, for each variable, the decrease in mean squared error resulting from splits corresponding to additive effects versus interaction effects.

Both network methods have the attractive property that they produce the set of splits corresponding to the correct tree when given a tree-like matrix.

Let Σ(T) denote the set of all splits corresponding to internal edges of T and Σ t r i v (T) denote the set of all (trivial) splits corresponding to leaf edges of T. A tree T displays a split X| Y if there exists an internal edge e of T where σ e (T)= X| Y.

The main idea of our approach is that each phylogenetic tree from a given collection of trees should contribute to a consensus tree not simply by the presence, but also by the quality of its clusters (i.e., bipartitions or splits corresponding to the internal tree branches).

Conversely, if S is a maximal split torus of G then the maximal split torus corresponding to m ( S ) is the maximal split torus of the radical of the reductive group Z G ( R m ( S ) ) = Z G ( s ) = Z G ( S ) as explained in the proof of (1).