Normal solvability, solvability and fixed-point theorems
Approximate determination of eigenvalues and eigenvectors of selfadjoint operators
On the generalization of Wiarda's method of solution of non-linear functional equations
Necessary and sufficient conditions for some convergence methods
Some existence theorems for nonlinear problems
Gradient maps and boundedness of Gâteaux differentials
Über die Lösung der im Banachschen Raume definierten nichtlinearen Gleichungen
Maximal monotone mappings in banach spaces
On determination of eigenvalues and eigenvectors of selfadjoint operators
Two simple methods for approximate determination of eigenvalues and eigenvectors of linear self-adjoint operators are considered in the following two cases: (i) lower-upper bound of the spectrum of is an isolated point of ; (ii) (not necessarily an isolated point of with finite multiplicity) is an eigenvalue of .
Solution of nonlinear functional equations in linear normed spaces
O konvergenci a užití iteračních metod
On the solution of linear functional equations in Hilbert space
K metodě podobné iterace
An approximate method for determination of eigenvalues and eigenvectors of self-adjoint operators
Continuity and differentiability properties of nonlinear operators
On multivalued and singlevalued accretive mappings
On accretive multivalued mappings in Banach spaces
Přibližné řešení soustavy funkcionálních rovnic Galerkinovou metodou
Новые методы решения линейных функциональных уравнений
Užití Galerkinovy metody v úlohách o stabilitě proudění vazké tekutiny
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