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Let be any solution of (3.43).
Let be any solution of (1.1), then.
Let u be any solution of (2.4).
Let be any solution of (1.1) such that.
Let u(t) be any solution of the IVP (1.1).
Proof Let x ( t ) be any solution of system (1.1).
Similar(10)
Let and be any solutions of (1.1).
Lemma 2.5 For each λ ∈ C, let y and z be any solutions of (1.1).
Next we prove that ρ, r are extremal solutions of (1), let (uin Omega) be any solutions of problem (1) such that (alpha _{0}leq uleqbeta_{0}).
where is any solution of (2.14).
where is any solution of problem (1.12), (1.2) with.
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CEO of Professional Science Editing for Scientists @ prosciediting.com