Relation between fixed point and asymptotical center of nonexpansive maps.
Relation between real and complex properties of the Laplace transform
Relation between the boundary point spectrum of a generator and of its adjoint.
In this paper we get some relations between the boundary point spectrum of the generator A of a C0-semigroup and the generator A* of the dual semigroup. This relations combined with the results due to Lyubich-Phong and Arendt-Batty, yield stability results on positive C0-semigroups.
Relations between limit-point and Dirichlet properties of second-order difference operators.
Relations Between Summing Norms of Mappings on ln... .
Relations between weighted Orlicz and spaces through fractional integrals
We characterize the class of weights, invariant under dilations, for which a modified fractional integral operator maps weak weighted Orlicz spaces into appropriate weighted versions of the spaces , where . This generalizes known results about boundedness of from weak into Lipschitz spaces for and from weak into . It turns out that the class of weights corresponding to acting on weak for of lower type equal or greater than , is the same as the one solving the problem for weak...
Relations d'ordre dans les Banach : quelques applications à l'analyse
Relativ vollstetige Störungen von gewöhnlichen Differentialoperatoren höherer Ordnung
Relative boundedness and compactness theory for second-order differential operators.
Relative boundedness conditions and the perturbation of nonlinear operators
Relative controllability of nonlinear systems with time varying delays in control
Relative Inverses of Meromorphic Operator Functions and Associated Holomorphic Projection Function.
Relative Inversion in der Störungstheorie von Operatoren und ...-Algebren.
Relative regularity and Riesz operators
Relatively bounded and compact perturbations of th order differential operators.
Relatively B-pseudomonotone variational inequalities over product of sets.
Relatively open operators and the ubiquitous concept.
A linear operator T: D(T) ⊂ X → Y, when X and Y are normed spaces, is called ubiquitously open (UO) if every infinite dimensional subspace M of D(T) contains another such subspace N for which T|N is open (in the relative sense). The following properties are shown to be equivalent: (i) T is UO, (ii) T is ubiquitously almost open, (iii) no infinite dimensional restriction of T is injective and precompact, (iv) either T is upper semi-Fredholm or T has finite dimensional range, (v) for each infinite...
Relatively tauberian resolvent operators.
Relativistic wave equations with fractional derivatives and pseudodifferential operators.
Relaxed composite implicit iteration process for common fixed points of a finite family of strictly pseudocontractive mappings.