Nonlinear analysis. New arguments and results. II.
We continue here the discussion in part I, and we state and prove further sufficient conditions for the existence of a solution to nonselfadjoint problems.
Nonlinear boundary value problems for second order differential inclusions
In this paper we study two boundary value problems for second order strongly nonlinear differential inclusions involving a maximal monotone term. The first is a vector problem with Dirichlet boundary conditions and a nonlinear differential operator of the form . In this problem the maximal monotone term is required to be defined everywhere in the state space . The second problem is a scalar problem with periodic boundary conditions and a differential operator of the form . In this case the maximal...
Nonlinear eigenvalue problems
Non-linear eigenvalue problems and bifurcations for differentiable multivalued maps
Nonlinear Eigenvalue Problems with Monotonically Compact Operators. (Short Communication).
Nonlinear eigenvalue problems with monotonically compact operators.
Nonlinear elliptic problems with jumping nonlinearities near the first eigenvalue
In this paper existence and multiplicity of solutions of the elliptic problem in on , are discussed provided the parameters and are close to the first eigenvalue . The sufficient conditions...
Nonlinear elliptic systems with exponential nonlinearities.
Nonlinear equations in Hilbert space.
Nonlinear equations of Urysohn's type in a Banach space
Nonlinear equations with linear part at resonance: Variational approach
Nonlinear equations with noninvertible linear part
Nonlinear equations with operators satisfying generalized Lipschitz conditions in scales.
Nonlinear evolution equations.
Nonlinear evolution inclusions arising from phase change models
The paper is devoted to the analysis of an abstract evolution inclusion with a non-invertible operator, motivated by problems arising in nonlocal phase separation modeling. Existence, uniqueness, and long-time behaviour of the solution to the related Cauchy problem are discussed in detail.
Nonlinear Hammerstein equations and fixed points.
Nonlinear mappings in metric discrete limit spaces and their topological properties.
Nonlinear Neumann problems on bounded Lipschitz domains.
Nonlinear operator equations and boundary-value problems
Nonlinear periodic systems with the -Laplacian: existence and multiplicity results.