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Each food resource represents a solution to the corresponding problem.
NMLs appear to be stubbornly intractable with respect to the corresponding problem for classical logic.
Sufficient conditions for the corresponding problem are proposed in terms of linear matrix inequalities.
Finally, we briefly discuss the consequences of the findings for heuristically searching the corresponding problem spaces.
Inspired by [20], we present here an easier way to research the corresponding problem.
Such a solution is close to the radial solution to the corresponding problem on (A_{R}).
An application to well posedness of the corresponding problem is also obtained.
Therefore, by Theorem 7, the corresponding problem (1 - 3) has at least one solution.
The numerical results with the corresponding problem index are listed in Table 4.
In terms of resolvents, the corresponding problem is that of finding fixed points.
A list of the numerical results with the corresponding problem index is listed in Table 2.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com