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Finally, we prove that is continuous.
Finally, we prove that is relatively compact.
Finally, we prove that is a fixed point of.
Finally, we prove that is a weakly maximal solution of.
Finally, we prove that is closed and convex.
Finally, we prove that problem (4.1) has the extremal solutions between α and β.
Finally, we prove that.
Finally, we prove that, where.
Finally, we prove that as.
Finally, we prove that (3.17).
Finally, we prove that T is continuous.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com