Sentence examples for proportion of subtype from inspiring English sources
In the standard DNA PCR assay, a statistically significantly higher proportion of subtype A samples had a low level of reactivity as measured as optical density compared with the subtypes C and D samples while in the prototype assay all three subtypes showed a high level of reactivity.
The proportion of virological success (undetectable viral load, uVL) between subtype groups was similar in all time periods after HAART initiation, with the exception of the period spanning 5 8 months of therapy, where a higher proportion of subtype C had more patients with uVL.
We have also checked the proportion of subtype B- and C-infected patients who had undetectable VLs over time of therapy, and they did not differ significantly at any time point, except for the initial suppression period (until 8 months after HAART initiation).
Although UDPS of plasma samples from 18 subtype C and 27 subtype B viruses showed that a higher proportion of subtype C viruses contain K65R (1.04% vs. 0.25%; p<0.001), limiting dilution clonal sequencing failed to corroborate its presence in two of the samples in which K65R was present in >1.5% of UDPS reads.
Finally, the proportion of subtype 3e was smallest, 4.7% in the swine and the human groups.
The proportion of subtype C among IDUs (61.5%) was significantly higher than that among the heterosexually transmitted population (39.2%, χ=8.591, p=0.005).
The method used to determine volunteer EDI (antibody versus p24 versus PCR test results, or volunteer report) was associated with infecting subtype, with a significantly higher proportion of subtype-A infected volunteers having their EDI determined by p24 antigen or PCR test result (Table 1).
We found differences in the proportion of subtypes in Tunisian IBCs.
Thereby the proportion of subtypes determined in this study is relatively low.
The proportion of subtypes showing depleted distributions is 0.798, so N01 is crucial in assessing the quality of each subtype.
In this analysis, we compute the proportion of subtypes showing depleted distributions with (22) and it is 0.908.
