On some Properties of the ε-Product of Nuclear b-spaces
On some quasimetrics and their applications.
On some questions of topology for S1-valued fractional Sobolev spaces.
On some rotundity and smoothness properties of Banach spaces [Book]
On some seminormed sequence spaces defined by a modulus function
On Some Spaces Of Analytic Functions And Their Duality Relations.
On some spaces of distributions
On some spaces of holomorphic functions of exponential growth on a half-plane
In this paper we study spaces of holomorphic functions on the right half-plane R, that we denote by Mpω, whose growth conditions are given in terms of a translation invariant measure ω on the closed half-plane R. Such a measure has the form ω = ν ⊗ m, where m is the Lebesgue measure on R and ν is a regular Borel measure on [0, +∞). We call these spaces generalized Hardy–Bergman spaces on the half-plane R. We study in particular the case of ν purely atomic, with point masses on an arithmetic progression...
On some spaces of summable sequences and their duals.
On some structural properties of Banach function spaces and boundedness of certain integral operators
In this paper the notions of uniformly upper and uniformly lower -estimates for Banach function spaces are introduced. Further, the pair of Banach function spaces is characterized, where and satisfy uniformly a lower -estimate and uniformly an upper -estimate, respectively. The integral operator from into of the form is studied, where , , are prescribed functions under some local integrability conditions, the kernel is non-negative and is assumed to satisfy certain additional...
On some subsets of
On some subspaces of Morrey-Sobolev spaces and boundedness of Riesz integrals
For 1 ≤ q ≤ α ≤ p ≤ ∞, is a complex Banach space which is continuously included in the Wiener amalgam space and contains the Lebesgue space . We study the closure in of the space of test functions (infinitely differentiable and with compact support in ) and obtain norm inequalities for Riesz potential operators and Riesz transforms in these spaces. We also introduce the Sobolev type space (a subspace of a Morrey-Sobolev space, but a superspace of the classical Sobolev space ) and obtain...
On some topological algebras of holomorphic functions.
On some topological properties of generalized difference sequence spaces.
On some versions of Jensen's inequality on operator algebras
On some von Neumann topological algebras.
On spaces and
On spaces of continous functions with values in coechelon spaces
On spaces of measurable functions
On spaces with local unconditional structure