Sentence examples for we obtained complementary from inspiring English sources

We obtained complementary DNA (cDNA) from the leukemia-derived cells and the healthy PBMCs, and determined expression of WNT4 by quantitative Reverse transcriptase-Polymerase chain reaction (qRT-PCR) in all samples.

In order to address a potential selection bias and assess the generalizability of the results of this study to the whole male population of this age group, we obtained complementary permission from the local ethics committee, to conduct an analysis of non-participants (n = 1060).

To be able to relate patients' impairments directly to their performance in the functional MRI study and to their structural magnetic resonance analyses, as well as to confirm that these impairments were specifically syntactic in nature, we obtained complementary behavioural data from three different tests of syntactic function conducted outside the scanner.

Real-time PCR was performed in an ABI Prism 7000 system (Applied Biosystems) using the obtained complementary DNA and a Maxima SYBR Green/ROX qPCR kit (ThermoPierce).

Finally, the obtained complementary results will be discussed and an explanation of the failure mechanism will be presented as the root cause issue, allowing defining the defective step in production process.

The main contribution is the obtained complementary to Jensen's inequality for general real-valued twice differentiable functions.

Using conventional 2D echocardiography, Saraiva et al. [ 16] obtained practicable measurements and normal values (Table 1(a)), and Todaro et al. [ 18] obtained complementary measurements (Table 1(b)).

The obtained complementary DNA was amplified by one round of in vitro transcription and reverse transcription, again using the Paradise Reagent® System as recommended.

Applying Lemma 2, similarly to the previous subsection, we can obtain complementary inequalities to Jensen's operator inequality for neither a convex nor a concave function f.

Applying Lemma 2 to the function (F u,v =u- v ), we can obtain complementary inequalities to Jensen's operator inequality for neither a convex nor a concave function f.

Let H ˜ ( t ) : = ∫ 0 t h − 1 ( s ) d s, then we can obtain complementary N-functions which define corresponding Orlicz spaces L H and L H ∗. Similar to the condition (p), we also assume the following condition on H: ( h ) 1 < h − : = inf t > 0 t h ( t ) H ( t ) ≤ h + : = sup t > 0 t h ( t ) H ( t ) < + ∞.