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- W3200800723 abstract "This work concerns with the solvability of third-order periodic fully problems with a weighted parameter, where the nonlinearity must verify only a local monotone condition and no periodic, coercivity or super or sublinearity restrictions are assumed, as usual in the literature. The arguments are based on a new type of lower and upper solutions method, not necessarily well ordered. A Nagumo growth condition and Leray–Schauder’s topological degree theory are the existence tools. Only the existence of solution is studied here and it will remain open the discussion on the non-existence and the multiplicity of solutions. Last section contains a nonlinear third-order differential model for periodic catatonic phenomena, depending on biological and/or chemical parameters." @default.
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- W3200800723 date "2021-09-11" @default.
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- W3200800723 title "Periodic Third-Order Problems with a Parameter" @default.
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- W3200800723 doi "https://doi.org/10.3390/axioms10030222" @default.
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