Sentence examples for furthermore using the same from inspiring English sources

For all patients who finished their trial the completion rate for the main problems was at least 99% in series A, and 82% to 100% in series B. Furthermore, using the same 7-point scale for each problem enabled us to study heterogeneity among patient outcomes.

Furthermore, using the same biometric data, a user can be authenticated to different services through different biohashes generated from distinct secret keys.

Furthermore, using the same mechanism, where various elements are stored and retrieved from the database at specific time points, other features can be facilitated, such as learner video annotation and discussions.

Furthermore, using the same measure in Lemma 2.2, we can easily obtain the result that there exists a t 2 ∈ [ a, + ∞ ) such that I a 2 − α x ( t ) > 0 for t > t 2. So we get w ( t ) > 0 for t ∈ [ t 2, + ∞ ).

Furthermore, using the same word task, Brüggemann (2015) analyzes the effects of two distinct forms of subsidies on innovativeness: first, by supplying resources determined for innovative activities and, second, by providing additional financial resources not restricted to the use in innovative activities.

Furthermore, using the same reasoning, we tested the synergy between srn and DAPT treatment.

Furthermore, by using the same arguments as in Lemmas 2.1 and 2.2, we have the following result.

Furthermore, by using the same techniques as in the proof of Theorem 3.1, we can prove the convexity (univalence) of and so the details may be omitted.

By noting that 0 < ρ ≦ 1 / 2 from (2.2), we obtain from the condition (2.20) that ψ is a close-to-convex function in U (see [24]), and hence ν f is univalent in U. Furthermore, by using the same techniques as in the proof of Theorem 3, we can prove the convexity (univalence) of F and so the details may be omitted.

Since δ given by (2.2) satisfies the inequality 0 < δ ≤ 1 / 2, the condition (2.17) means that ϕ f ( z ) is a close-to-convex function in U (see [20]), and hence ϕ f ( z ) is univalent in U. Furthermore, by using the same techniques as in the proof of Theorem 2.1, we can prove the convexity univalence) of F and so the details may be omitted.

Furthermore, by using the same test, OF50 was compared between the Coombs' positive and Coombs' negative dogs and between the in-saline auto-agglutination positive and negative dogs.