Landesman-Lazer type problems at an eigenvalue of odd multiplicity

Ľudovít Pinda

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Displaying similar documents to “Landesman-Lazer type problems at an eigenvalue of odd multiplicity”

Existence and Lyapunov stability of periodic solutions for generalized higher-order neutral differential equations.

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Landesman Lazer type results for first order periodic problems

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Existence of nonnegative solutions are established for the periodic problem $y^{'} = f (t, y)$ a.eȯn $[0, T]$ , $y (0) = y (T)$ . Here the nonlinearity $f$ satisfies a Landesman Lazer type condition.

Stability of solutions of differential-operator and operator-difference equations with respect to perturbation of operators

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Displaying similar documents to “Landesman-Lazer type problems at an eigenvalue of odd multiplicity”

Existence and Lyapunov stability of periodic solutions for generalized higher-order neutral differential equations.

Landesman Lazer type results for first order periodic problems

Stability of solutions of differential-operator and operator-difference equations with respect to perturbation of operators

The iterative method of generalized u 0 -concave operators.

The iterative method of generalized $u_{0}$ -concave operators.