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Exact(30)
If (iii) is replaced by.
If (III, iv) holds, we get.
If (III, iii) holds, we have.
Then, the zero solution of (1.3) is asymptotically stable if and only if (iii) (1.9) .
(i) (ii) there exist constants such that, if, (iii) there exists an element with. .
(i) is stable if ; (ii) is unstable if ; (iii) is a linear center if.
Similar(30)
In Theorem 1.1, (i if, then, (ii)if then, (iii)if, then, (iv if, then, (v if, then, (vi if, then, Corollary 2.8.
Then it follows from (1.1) that the following conclusions hold: (i) if, then for ; (ii) if, then for ; (iii) if, then for ; (iv) if, then for. .
(iii)if is such that, then.
(iii)if is invertible, then for all and with.
(iii)if is -Lipschitz on, then is -Lipschitz on.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com