3 citations · 9 across the 30 of their papers we have counts for
4 papers · 1 filter
Minimum Riesz energy problems with external fields
Natalia Zorii
The paper deals with minimum energy problems in the presence of external fields with respect to the Riesz kernels , , on , . For quite…
Minimum energy problems with external fields on locally compact spaces
Natalia Zorii
The paper deals with minimum energy problems in the presence of external fields on a locally compact space with respect to a function kernel satisfying the energy and consi…
On the theory of capacities on locally compact spaces and its interaction with the theory of balayage
Natalia Zorii
The paper deals with the theory of inner (outer) capacities on locally compact spaces with respect to general function kernels, the main emphasis being placed on the establishment…
On the role of the point at infinity in Deny's principle of positivity of mass for Riesz potentials
Natalia Zorii
First introduced by J. Deny, the classical principle of positivity of mass states that if everywhere on , then $μ(\mathbb{R}^n)\leqslantν(\mathbb{…