The ith protein in the resulting list is denoted by v i. Namely, we have the following relationship: w { u, v 1 } ≥ w { u, v 2 } ≥ … ≥ w { u, v d u }, where d u is the degree of u in the PPI network.
Namely, we set c : = exp - ı 2 p arg c ′ Open image in new window.
Namely, we consider bisector splitting of I ± V Stokes profiles in 5123.7 and 5233 Ǻ lines.
Well, we've done the same things to music that we've done to frogs, namely we've killed it in the name of understanding it better.
Namely, we consider the following minimization problem: Minimize { I ( u, y ) = ∫ Ω | ∇ y ( x ) − ∇ y d ( x ) | p d x } (1.1).
Namely, we complete the proof of Theorem 1.2 and Theorem 1.3 (i.e., dual inequality of Theorem 1.2) in the introduction.
Namely, we observed an unexpected, rapid accumulation of SM in several cellular compartments (i.e. the lysosome, outer membrane and endoplasmic reticulum).
Namely, we implement a breadth-first search (BFS) like algorithm, which starts with an arbitrary trapezoid, i, finds all trapezoids that intersect with i, and then iteratively finds all trapezoids that intersect with these trapezoids.
When I asked Google for comment it provided the same statement it's trotted out previously this week — namely: "We have recently started taking action on the removals requests we've received after the European Court of Justice decision.
Namely, we need to differentiate the p.g.f. with respect to ξ and η, so that: P i j (t ) = 1 i !
Namely, we assume that pi_{iaj}=pi_{aj} text{and} pi_{isj}=pi_{sj}, where π aj and π sj are constants, i,j=0,1.
