Sentence examples for coincidentally between from inspiring English sources

Exact(2)

In ipsilateral recordings, 98% (n = 324 of 332) of bursts occurred coincidentally between cells, with a mean firing delay of 11.01 ± 1.35 ms.

This threshold is defined rather coincidentally between 39.3°C and 40.5°C [ 3] and the use of it might be regarded as critical since physiological hyperthermia is often observed in sows, leading to misinterpretations [ 4, 16].

Similar(58)

Annualised rates are about 4%, perhaps not coincidentally halfway between banks' borrowing and lending rates, so both lenders and borrowers feel they are getting a bit extra.

The reunion this year, held over the weekend, coincidentally fell between the 59th anniversary of the atomic bombing of Hiroshima, on Aug. 6, and that of the bombing of Nagasaki three days later.

However, a contour level can coincidentally lie between the peak density and the key saddle density of an object with a very low peak-to-saddle ratio, resulting in the detection of an irrelevant density fluctuation as a clump.

The three former criteria can coincidentally be similar between a host and a donor genome, even if those are phylogenetically distant, and it has been noted that these criteria were not discriminative enough for HT detection [49], [50], [51].

Analysis showed coincidentally a relation between catastrophising at baseline and functional limitations.

Coincidentally, the region between helices 6 and 7 of the Shewanella massilia TorD structure is a hinge that connects a unique domain-swapped homodimeric structure of TorD [ 61].

For the project, Thomas collected advertisements printed between 1968 and 2008 -- coincidentally, Thomas noted, the years between Martin Luther King's assassination and Barack Obama's election.

This is because the long RAP preheating time, for instance 2 h at 110 °c might entirely soften RAP and coincidentally enhance the mixing between RAP and virgin materials thus the quality of hot recycled mixture.

In Lemma 2.2, we give an accurate bound for Green's function (G t,s)), not only an upper bound but also a lower bound, and coincidentally, the only difference between the two bounds is a function factor whose value is in ([0,1]), which leads to Lyapunov-type inverse inequalities; see Theorem 3.1 and Corollary 3.1.

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