-operators in ideal spaces with mixed quasinorm .
H1/2 maps with values into the circle : minimal connections, lifting, and the Ginzburg–Landau equation
Halpern's iteration in CAT(0) spaces.
Hammerstein equations with an integral over a noncompact domain
The existence of solutions of Hammerstein equations in the space of bounded and continuous functions is proved. It is obtained by the Schauder fixed point theorem using a compactness theorem. The result is applied to Wiener-Hopf equations and to ODE's.
Hammerstein integral equations with indefinite kernel.
Hammerstein–Nemytskii Type Nonlinear Integral Equations on Half-line in Space
The paper studies a construction of nontrivial solution for a class of Hammerstein–Nemytskii type nonlinear integral equations on half-line with noncompact Hammerstein integral operator, which belongs to space . This class of equations is the natural generalization of Wiener-Hopf type conservative integral equations. Examples are given to illustrate the results. For one type of considering equations continuity and uniqueness of the solution is established.
Hardy-Rogers-type fixed point theorems for --contractions
The aim of this paper is to introduce some new fixed point results of Hardy-Rogers-type for ---contraction in a complete metric space. We extend the concept of -contraction into an ---contraction of Hardy-Rogers-type. An example has been constructed to demonstrate the novelty of our results.
High regularity of the solution of a nonlinear parabolic boundary-value problem.
Higher order differentiability of nonlinear operators on normed spaces. I.
Higher order differentiability of nonlinear operators on normed spaces. II.
Higher order nonlinear partial differential equations in unbounded domains of
Higher Schwarzian operators and combinatorics of the Schwarzian derivative.
Homeomorphisms and Fredholm theory for perturbations of nonlinear Fredholm maps of index zero with applications.
Homoclinic solutions for linear and linearizable ordinary differential equations.
Homöomorphieaussagen für -verdichtende Vektorfelder
Hopfs ergodic theorem for nonlinear operators.
Hybrid algorithm for finding common elements of the set of generalized equilibrium problems and the set of fixed point problems of strictly pseudocontractive mapping.
Hybrid approximate proximal point algorithms for variational inequalities in Banach spaces.
Hybrid fixed point theory for right monotone increasing multi-valued mappings and neutral functional differential inclusions
In this paper, some hybrid fixed point theorems for the right monotone increasing multi-valued mappings in ordered Banach spaces are proved via measure of noncompactness and they are further applied to the neutral functional nonconvex differential inclusions involving discontinuous multi-functions for proving the existence results under mixed Lipschitz, compactness and right monotonicity conditions. Our results improve the multi-valued hybrid fixed point theorems of Dhage (Dhage, B. C., A fixed...
Hybrid iteration method for common fixed points of a finite family of nonexpansive mappings in Banach spaces.