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Using fixed-point methods, we investigate the Hyers-Ulam stability of the functional equation (1.3) in Banach modules over a C ∗ -algebra.
Second, by using Itô's formula and Lyapunov methods, we investigate the asymptotic behaviors around the equilibrium points of its deterministic system.
The MAMI methods we investigate herein utilize the data-adaptive robust Capon beamformer (RCB) to achieve high resolution and interference suppression.
As an alternative to established numerical and analytical methods, we investigate the accuracy and computational load of the Draper Semi-analytical Satellite Theory (DSST).
By first-principle methods, we investigate the stability and electronic structures of Fe13 nanoparticles anchored on hexagonal boron nitrogen nanosheets (h-BNNSs) with monovacancy defect sites.
Applying elementary methods, we investigate the partial finite sums of the even-indexed and odd-indexed reciprocal Fibonacci numbers in this paper, and obtain four interesting families of identities.
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To emphasize the advantage of the proposed methods, we investigated a more difficult situation with three sources.
To improve on these methods, we investigated simultaneous mandibular and tooth reconstruction, using a Yucatan minipig model.
Materials and methods We investigated all patients underwent VA-ECLS after cardiac surgery between January 2013 and December 2014, all included in the SARIC database.
Using classical statistics, principal component analysis, residual maximum likelihood (REML), and geostatistical methods, we investigated and characterized DSLs and their spatial distribution.
Methods: We investigated a total of 161 patients receiving coronary revascularization (70 percutaneous transluminal coronary angioplasty and 91 coronary artery bypass graft).
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