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As pointed out by the UITP organization, PSDs are the dominant solution for the safety of the track [49].
According to all of these features, IMS is considered as the dominant solution for providing fixed-mobile convergence.
The IEEE 802.11 family of wireless protocols became the dominant solution for wireless local area networks (WLANs) due to its high performance, low cost, and fast deployment characteristics [1].
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It is well known (see [5, 6]) that the existence of subdominant and dominant solutions for (E) with continuous coefficients (p(t)), (q(t)), (varphi (s)), and (psi(s)) can be completely characterized by the convergence of the integrals I=int_{a}^{infty}q(t psibigl(P t bigr),dt,qquad J= int_{a}^{infty} varphi^{-1}biggl(p(t)^{-1}int _{t}^{infty}q(s),ds biggr),dt.
The dominant solutions of the quasistationarity equations are obtained with techniques presented for linear subsystems.
Second, for non-linear systems we develop an algorithm based on dominant solutions of quasi-stationarity equations.
Of the two MCOpt solutions for L = 3, the dominant solution has the higher probable target flux values, which is consistent with the results of MCEval simulations.
A dominant solution resulted from by means of the known formula for linearly independent solutions.
A suitable modification of the approach used for the recessive solution leads to the direct construction of a dominant solution.
Clearly, is a dominant solution, and.
For L = 4, the trend is the same as L = 3, with one dominant solution (frequency > 99%) that matches the corresponding CCOpt solution.
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