6533b85cfe1ef96bd12bd5ca
RESEARCH PRODUCT
ON SOLVABILITY OF THE DAMPED FUČÍK TYPE PROBLEM WITH INTEGRAL CONDITION
Natalija Sergejevasubject
Mathematical analysisSpectrum (functional analysis)damping termType (model theory)Fučík problemspectrumTerm (time)Nonlinear systemregions of solvabilityModeling and SimulationBounded functionQA1-939Boundary value problemMathematicsAnalysisMathematicsdescription
The solvability results are established for the boundary value problem with a damping term , x(0) = 0, where x + = max{x, 0}, x - = max{-x, 0}, h is a bounded nonlinearity, µ, λ real parameters. The existence results are based of the knowledge of the Fučík type spectrum for the problem with h ≡ 0
| year | journal | country | edition | language |
|---|---|---|---|---|
| 2014-06-01 | Mathematical Modelling and Analysis |