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According to Definition 1, one may still find a minimum convergent solution.
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In particular, the IDEAL algorithm can reach convergence, whereas the SIMPLE and SIMPLEC algorithms cannot obtain convergent solution in some cases.
But they can never be a singular convergent solution.
Due to the non-differentiability of the equilibrium problem, an efficient convergent solution scheme is established.
Using this method, a rapid convergent solution is produced which tends to the exact solution of the problem.
If (1.1) has a strictly monotone and convergent solution on, then all the solutions of (1.1) defined on are asymptotically convergent.
If is a strictly increasing asymptotically convergent solution of (2.1) on, then there exists a strictly increasing asymptotically convergent solution of (1.1) on.
This paper is regarding a convergent solution of future Internet and cognitive radio in the context of IoT.
At first, we prove that, under certain conditions, (1.1) has a strictly increasing asymptotically convergent solution.
Inequality (2.1) has a strictly monotone and asymptotically convergent solution on.
then there exists a strictly increasing and convergent solution of (1.1) as.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com