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This gives the first solution of decagon.
The first solution of the series concentration was DPPH with methanol only.
Under the conditions of Theorem 1.1, we obtain the existence of the first solution of (PFHS) by using the following well-known mountain pass theorem; see [10].
To simplify further, the minimum optimal spacing or the first solution of (9) is satisfied when θ=0 and r=0.
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Further, it should be mentiond that the first solutions of f 0) and -θ'(0) are stable and physically realizable, while the second solutions are not.
Further, it should be mentioned that similar to other studies where dual solutions exist, we postulate that upper branch (the first) solutions of Eqs.
We then proceed to identify the second solution of (5).
A third solution of the puzzle arguably says that one of its premises is false.
for s ≥ s 3, where v 2 is the third solution of (1.1).
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com