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Let denote the greatest solution of (5.7) between and.
Hence there exists the greatest solution of (5.18) between and.
But is the greatest solution of (5.8) in and therefore,.
This implies that must be the the greatest solution of (5.1) in.
By Theorem 4.5, we know that there exists the greatest solution of (5.8) in.
Similarly, one can show that G 1 3 x + is the greatest solution of (5.9).
Similar(28)
When both the least and the greatest solutions exist, one calls them the extremal solutions.
When both the smallest and the greatest solutions of (1.1) in Y exist we call them the extremal solutions of (1.1) in Y.
(20) where (gamma_{c}), (gamma_{d}) are the greatest solutions in, respectively, ([alpha(c),beta(c)]) and ([alpha(d),beta(d)]), for the following respective algebraic equations: begin{aligned}& B_{1} y,gamma)=0, end{aligned} (21) begin{aligned}& B_{2} y,gamma)=0.
Last, one of the greatest solutions is more flexible financing from the start of emergencies.
Maybe he didn't have the greatest solutions or even a solution itself, but he really understood the issue and the problem.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com