Galerkins Lösungsnäherungen bei monotonen Abbildungen.
General regularizing functionals for solving ill-posed problems in Lebesgue spaces.
Generalized dissipativeness in a Banach space.
Generalized set-valued variational-like inclusions and Wiener--Hopf equations in Banach spaces.
Generic properties of some boundary value problems for differential equations
Gestörte Verzweigung bei Potentialoperatoren.
Global existence for semilinear parabolic systems.
Global properties of components of solutions of non-linear second order ordinary differential equations on the half-line
Global Several-Parameter Bifurcation and Continuation Theorems: a UnifiedApproach Via Complementing Maps.
Gradient method for non-injective operators in Hilbert space with application to Neumann problems
The gradient method is developed for non-injective non-linear operators in Hilbert space that satisfy a translation invariance condition. The focus is on a class of non-differentiable operators. Linear convergence in norm is obtained. The method can be applied to quasilinear elliptic boundary value problems with Neumann boundary conditions.