Sentence examples for lf splitting from inspiring English sources

Based on their LF splitting patterns, the two sets of transitions identified two inequivalent 5-coordinate irons in the active site.

The Fe(II) with LF transitions at 4540 cm 1 and 9460 cm–1 is 5C, and the second Fe(II) with transitions at 8240 cm–1 and 11 000 cm–1 is either 5C or 6C, as the LF splitting for that iron site (∼3000 cm–1) is in a range that can be consistent with both.

To identify split 8-mers that localize in proximal promoters at only a precise insert length, the max LF for all split 8-mers with insert lengths from 0-bps to 30-bps (X4-N1-30-X4) were determined and compared with the ratio of max LF to the second highest LF.

The LF method estimated that the split between Cathorops sp. and C. mapale occurred 0.89 my ago, with a substitution rate of 0.56%/my/lineage.

A short AT-rich tract (∼32 bp; 91.6% AT) between the rns_b and rnl_a in Oxytricha is also poorly covered by expression data (Swart EC, Landwebe LF, unpublished data) and hence a likely splitting point.

The original regeneration treatments followed a split-split plot experimental design on two landform types (LF), four ground scarification treatments (GST) plus a non-scarified control, and five artificial white spruce regeneration treatments (WSRT) plus a natural seedfall control (Densmore et al., 1999).

A close to 1 ratio of max LF to the second highest LF indicates localization of split 8-mers at various insert lengths, whereas a ratio with higher values is indicative of split 8-mers that are localized at a precise insert length.

To detect and quantify non-uniform distributions (localization) and the probability of non-uniformity of split 8-mers, we determined localization factor (LF) and P-value as described previously (FitzGerald et al. 2004; Vinson et al. 2011).

The statistical significance of the non-random distribution of LF was determined by calculating a probability value (P-value) for each split 8-mer.

When we examined split 8-mers with an insert length of 2-bps, fewer 8-mers had both a high LF and ratio.

The distribution of each split 8-mer in promoters was determined and a measure of non-uniform distribution termed "localization factor" (LF) was calculated (Vinson et al. 2011).