Using the obtained continuity results, we will define the directional STFT on distributions.
Based on obtained continuity property of the direct problem solution with respect to coefficients, and compactness of the set of admissible coefficients, an existence of quasi-solutions of all considered inverse problems is proved.
The key informants including the patient/parent saw this as the most effective means of obtaining continuity of care, which was one of the program's objectives.
Proof From the continuity of f and I j, j = 1, 2, …, n, we obtain the continuity and differentiability of φ and φ ′.
Using the continuity of f and I j, j = 1, 2, …, N, we obtain the continuity and differentiability of J and J ∈ C 1 ( H 0 1 ( 0, T ), R ).
We show how to extend any such ⁎-homomorphism to a larger convolution algebra to obtain nicer continuity properties.
In this paper we obtain certain continuity properties of the gradient for a function in the domain of the Laplacian.
end{array} (69) Then, we obtain the continuity of (int g y mathbf {T} dy|s,a)) using the assumption that g is a bounded function.
Now we see that (frac{partial }{partial t}phi (x,t_+0)=frac{partial }{partial t}phi (x,t_-0)=0), so we obtain the continuity of the function (frac{partial phi }{partial t}), specially, (frac{partial {phi } }{partial t}|_{(x,t_=0).
Three main aspects must be considered to obtain seamless continuity: an enabling interworking architecture, fast inter-system handovers (they must be fast enough in terms of human senses), and, in the case of real-time services, a similar quality of service (QoS) in both networks.
