Sentence examples for investigated version from inspiring English sources

4 parameters of the preoperative glenoid position and of the glenoid implant position were investigated: version, inclination, rotation, and the anterior-posterior offset distance of the glenoid relative to the plane of the scapula.

In their introductory paper, the authors investigated versions of the celebrated theorems of the fixed point theory such as the Banach contraction mapping principle [8] from the point of view of G-metrics.

In [33], Tabor investigated a version of the Hyers-Rassias-Gajda theorem in quasi-Banach spaces.

In [26], Tabor has investigated a version of the D. H. Hyers, Th.

In [11], Tabor has investigated a version of Hyers-Rassias-Gajda theorem (see also [3, 12]) in quasi-Banach spaces.

In [20], Tabor has investigated a version of Hyers-Rassias-Gajda theorem (see [3, 21]) in quasi-Banach spaces.

This study investigated glenoid version and inclination in patients with a documented anterior shoulder dislocation and compared it with a control group.

We also investigated a version of this scenario where the bottleneck always involves a single clone.

We have investigated two versions of the resulting robust detectors, and it turns out that for energy detector limiting, the noise works best; there is no difference in performance of nullifying detector and limiting detector in case of coherent detection, and finally, in case of correlation matrix-based detectors, the nullifying approach works best.

In this paper, we only restrict our attention to investigate this version as a discrete-time dynamical system in the closed first quadrant (mathbb {R}^{2}_) by using bifurcation theory and center manifold theory (see Section 4, [24]).

In this paper, we investigate this version as a discrete-time dynamical system in the interior of the first quadrant R + 2 by using the normal form theory of the discrete system (see Section 4 in [25]; see also [26 28]), and we prove that this discrete model possesses the flip bifurcation and the Neimark-Sacker bifurcation.