Sentence examples for overlapping exactly from inspiring English sources

Exact(4)

The putative promoter element is detected with a high score of 0.95 in 52% of PRAT DNA monomers as well as in 80% of PRAT RNA monomers, between positions 40 89 nt of reverse strand (Fig. 3c), overlapping exactly with the most conserved part of the PRAT sequence, as previously revealed by sequence comparison [18].

The first one is identifying genomic features overlapping exactly the locations of the input genetic variants (exact location for an SNV or insertion, mid-point for a deletion).

In line with the idea of PSD-93 playing a role in the clustering of Kv1 channels at the AIS, we found PSD-93 being restricted to the distal part of adult MN AISs, overlapping exactly with Kv1.1 distribution.

Caspr2 is indeed a good candidate since it was distributed in the MN JXP-AIS, as well as in the MN AIS, exactly like Kv1 channels: in adult MNs its distribution was restricted to the distal AIS, overlapping exactly with Kv1.1 distribution, and was found at the JXP-AIS with a higher level of expression, similarly to Kv1.1.

Similar(56)

But it is not clear that these distinctions overlap exactly.

Then, given Thing-Region Coincidentalism, x overlaps exactly the same things as r1, and y overlaps exactly the same things as r2.

Common areas must overlap exactly each other under the assumption of perfect registration.

There are plenty of competitors out there, though not all of their technologies overlap exactly.

By comparing the positions of QTLs against the positions of SDLs, the additive QTL qK1.8 and epistatic QTL qCHL9.12 overlapped exactly with sdl1.8 and sdl9.12 intervals.

Informally, it says that for any pair of suitably ξ-related entities x and y there is something that overlaps exactly those things that overlap either x or y.

Thus, (P.13ξ) fails, which is to say that (P.16ψ) fails when 'φ' picks out the set {x, y}; yet (P.15ψ,3) holds, for both z and w are things that overlap exactly those things that overlap some common part of the φ-ers, i.e., of x and y.

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