On functions of integrable mean oscillation.
On functions with bounded mixed variance
On Gardings inequality.
On general Lipschitzian kernels.
On generalized Bergman spaces
Let D be the open unit disc and μ a positive bounded measure on [0,1]. Extending results of Mateljević/Pavlović and Shields/Williams we give Banach-space descriptions of the classes of all harmonic (holomorphic) functions f: D → ℂ satisfying .
On generalized Moser-Trudinger inequalities without boundary condition
We give a version of the Moser-Trudinger inequality without boundary condition for Orlicz-Sobolev spaces embedded into exponential and multiple exponential spaces. We also derive the Concentration-Compactness Alternative for this inequality. As an application of our Concentration-Compactness Alternative we prove that a functional with the sub-critical growth attains its maximum.
On generalized variations (II)
On global approximation properties of abstract integral operators in Orlicz spaces and applications.
On Grothendieck spaces of type C(K)
On Hadamard-Dirichlet algebras.
On Hardy type inequality with non-isotropic kernels.
On Hardy's inequality in .
On harmonic conjugates with exponential mean growth
On -harmonic space .
On imbedding theorems for weighted anisotropic Sobolev spaces
Using the Il'in integral representation of functions, imbedding theorems for weighted anisotropic Sobolev spaces in 𝔼ⁿ are proved. By the weight we assume a power function of the distance from an (n-2)-dimensional subspace passing through the domain considered.
On imbeddings of weighted Sobolev spaces on an unbounded domain.
On inequalities of Hardy-Sobolev type.
On inequalities with measures of Sobolev type embedding theorems on open sets of the real axis.
On Integral Representation and the Choquet Boundary for Convolution Algebras of Measures.
On interpolation of weighted -spaces and Ovchinnikov’s theorem