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The behavior of variations for propagation direction θ ∈ (80°, 90°) is same as that of qP1 wave.
In this paper, for the first time an uncertainty set in the form of combined interval ellipsoidal is considered to study the behavior of variations.
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Bifurcation analysis is employed to study the sensitivity of oscillatory behavior to variations of a single parameter [ 11- 14].
In this paper, if K satisfies (1) and (H_{r,1} -Hörmander condition,1} -Hörmandery the bounded behaviors of variation and oscondition operators for the family of the multilinear singular integrals defined by (4) in (L^{p}(mathbb{R}^{n},omega(x),dx)) ween (D^{alpha}bin BMO(mathbb{R}^{n})) for (vert alpha vert =m).
The behavior of anisotropic variations seem to be quite sensitive to the larger (between 0.1 to 0.4) values of δ.
As seen in the literature, behavior of inventory variations in the presence of delays can become undesirably oscillatory.
Here, we investigated the behavior of PWV variations estimated from GNSS stations in terms of diurnal, seasonal, annual and as well as spatial domain.
In the present paper, an investigation on lower middle latitude Turkish region has been attempted to explore the behavior of PWV variations estimated from International GNSS Services (IGS) and Turkish Permanent GNSS Network (TPGN) observables.
The clinical behavior of this variation and appropriate therapeutic strategies remain to be explored.
Paramanik et al.[26] also identified the irregular behavior of size variation of InP nano-dots with increase in fluence, which is explained by the combination of two processes, viz.
The behaviors of permeability variations during pressure decline are also related to the pore geometry of ultra-low permeability rocks.
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