An integral representation of randomized probabilities and its applications
Analytic classes on subframe and expanded disk and the s differential operator in polydisk.
Approximate solutions of equations defined by complex spherical multiplier operators.
Approximations of contraction operators on - I
Ascent and descent of weighted composition operators on L^p-spaces
Asymptotic behavior of the approximation numbers of the Hardy-type operator from into (cases , and ).
Asymptotic behaviour in the set of nonhomogeneous chains of stochastic operators
We study different types of asymptotic behaviour in the set of (infinite dimensional) nonhomogeneous chains of stochastic operators acting on L¹(μ) spaces. In order to examine its structure we consider different norm and strong operator topologies. To describe the nature of the set of nonhomogeneous chains of Markov operators with a particular limit behaviour we use the category theorem of Baire. We show that the geometric structure of the set of those stochastic operators which have asymptotically...
Asymptotic behaviour of some Markov operators appearing in mathematical models of biology
Asymptotic behaviour of the iterates of nonnegative operators on a Banach lattice
Asymptotic convergence theorems for nonnegative operators on Banach lattices, on , on C(X) and on are proved. The general results are applied to a class of integral operators on L¹.
Asymptotic decomposition of smoothing positive operators
Asymptotic properties of Markov operators defined by Volterra type integrals
New sufficient conditions for asymptotic stability of Markov operators are given. These criteria are applied to a class of Volterra type integral operators with advanced argument.
Asymptotic properties of the iterates of stochastic operators on (AL) Banach lattices
Asymptotic properties of the Radon transform in .
Asymptotic Properties of the Radon Transform in Rn
Attractors and asymptotic periodicity of positive operators on Banach lattices.
Automatic continuity of biseparating maps
We prove that a biseparating map between spaces of vector-valued continuous functions is usually automatically continuous. However, we also discuss special cases when this is not true.
Automatic continuity of linear maps on spaces of continuous functions.
Automorphisms of C commuting with partial integration operators in a rectangle
Convolutional representations of the commutant of the partial integration operators in the space of continuous functions in a rectangle are found. Necessary and sufficient conditions are obtained for two types of representing functions, to be the operators in the commutant continuous automorphisms. It is shown that these conditions are equivalent to the requirement that the considered representing functions be joint cyclic elements of the partial integration operators.
Best constants for certain multilinear integral operators.
Biduals of p-lattice summing operators.