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Some problems for further research are raised.
Many interesting and not yet solved design problems for further research are implicitly stated throughout the paper.
It shows students what number theory theorems are used for and what led to them and suggests problems for further research.
In Section 4, we propose two problems for further research.
However, There are several problems for further research on fault-tolerance-and-interference-aware topology control.
Recalling that (kappa(G)) depends more on the distribution of the edges of a graph than on their number, we propose the following problems for further research.
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An interesting problem for further research is to establish different iterative techniques for testing oscillations in (1.1) independently on the constant (1/mathrm {e}).
Hence, a representation of individual preferences with regard to socially responsible aims in the investment choice by terms of a utility function or a similar concept is a promising problem for further research.
As fairly noticed by the referees, technique used in this paper does not allow a straightforward extension of Theorem 3.3 to equation (1.1); this remains an open problem for further research.
However, due to the focus of this paper is in the investigation and development of efficient adaptive schemes for WBAN systems, a perfect synchronization is assumed throughout the paper, and we leave the investigation of the synchronization problem for further research.
It remains an open problem for further research to obtain the solution structure and corresponding asymptotic criteria for the equation bigl(r_{2}(t) bigl(r_{1}(t) bigl y'(t) bigr)^{gamma}bigr)' bigr)'+p t) bigl y'(t) bigr)^{gamma}-q(t)f bigl y bigl(g(t) bigr) bigr) =0.
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Since I tried Ludwig back in 2017, I have been constantly using it in both editing and translation. Ever since, I suggest it to my translators at ProSciEditing.

Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com