A Strong Form of Hardy Type Inequalities on Domains of the Euclidean Space functions defined on subdomains of the
Euclidean space. Namely, we obtain several new Hardy
Rellich Type Inequalities with Weights in Plane Domains. In addition, we examine a Rellich type inequality in plane domains with infinite
Euclidean maximal modulus Hardy Type Inequalities on Domains with Convex Complement and Uncertainty Principle of Heisenberg defined on subdomains of the
Euclidean space. We assume that the complement of the subdomain is a non
Euclidean maximum moduli of plane domains and their applications correlations of the
Euclidean maximum
modulus and three hyperbolic domain characteristics connected
Rearrangement invariant envelopes of generalized Bessel and Riesz potentialsThe spaces of generalized Bessel and Riesz potentials in the n-dimensional
Euclidean space
Non-Euclidean octahedra with mm2-symmetryNon-
Euclidean octahedra with mm2-symmetry
Conformal Modulus of the Exterior of Two Rectilinear SlitsConformal
Modulus of the Exterior of Two Rectilinear Slits
Structure of the fundamental solution of the dirac equationWe show that the
Euclidean Dirac measure regarded as a generalized measure is countably additive