Continuity of sublinear operators on F-spaces.
Automatische Stetigkeitseigenschaften einiger Klassen linearer Operatoren.
Generalizations of the Projection Method with Applications to SOR Theory for Hermitian Positive Semidefinite Linear Systems.
Preconditionings and Splittings for Rectangular Systems.
Decomposable multipliers and applications to harmonic analysis
For a multiplier on a semisimple commutative Banach algebra, the decomposability in the sense of Foiaş will be related to certain continuity properties and growth conditions of its Gelfand transform on the spectrum of the multiplier algebra. If the multiplier algebra is regular, then all multipliers will be seen to be decomposable. In general, an important tool will be the hull-kernel topology on the spectrum of the typically nonregular multiplier algebra. Our investigation involves various closed...
Automatic continuity, local type and causality
Automatic continuity of operational calculi on algebras of differentiable functions
On Choquet's theory
Automatic continuity of translation - invariant linear operators
A Note on Comparison Theorems for Nonnegative Matrices.
A central limit theorem for triangular arrays of weakly dependent random variables, with applications in statistics
We derive a central limit theorem for triangular arrays of possibly nonstationary random variables satisfying a condition of weak dependence in the sense of Doukhan and Louhichi [84 (1999) 313–342]. The proof uses a new variant of the Lindeberg method: the behavior of the partial sums is compared to that of partial sums of Gaussian random variables. We also discuss a few applications in statistics which show that our central limit theorem is tailor-made for statistics of different type.
On the Mazur-Orlicz theorem
A Ford-Fulkerson type theorem concerning vector-valued flows in infinite networks
Flows in infinite networks
An application of fixed-point theory to equilibrium analysis
Automatic continuity of homomorphisms and derivations on algebras of continuous vector-valued functions
The single-valued extension property for sums and products of commuting operators
It is shown that the sum and the product of two commuting Banach space operators with Dunford’s property have the single-valued extension property.
Asymptotic intertwining and spectral inclusions on Banach spaces
On a strong form of a conjecture of Boyle and Handelman.
Bounds for graph expansions via elasticity.
Page 1 Next