6533b7d6fe1ef96bd1266ff0
RESEARCH PRODUCT
A geometrical criterion for nonexistence of constant-sign solutions for some third-order two-point boundary value problems
Sergey Smirnovsubject
Applied MathematicsMathematical analysislcsh:QA299.6-433lcsh:AnalysisType (model theory)nonexistence of solutionsthird-order two-point boundary value problemsNonlinear systemThird orderSimple (abstract algebra)comparison methods for the first zero functionsBoundary value problemConstant (mathematics)Value (mathematics)AnalysisMathematicsSign (mathematics)description
We give a simple geometrical criterion for the nonexistence of constant-sign solutions for a certain type of third-order two-point boundary value problem in terms of the behavior of nonlinearity in the equation. We also provide examples to illustrate the applicability of our results.
| year | journal | country | edition | language |
|---|---|---|---|---|
| 2020-04-23 | Nonlinear Analysis |