Problem of the minimum energy for space condensers and Riesz kernels
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Publication:1262974
DOI10.1007/BF01060643zbMath0687.31003MaRDI QIDQ1262974
Publication date: 1989
Published in: Ukrainian Mathematical Journal (Search for Journal in Brave)
Related Items (16)
Minimum Riesz energy problems for a condenser with touching plates ⋮ Constrained energy problems with external fields for vector measures ⋮ Harmonic measure, equilibrium measure, and thinness at infinity in the theory of Riesz potentials ⋮ Constrained minimum Riesz energy problems for a condenser with intersecting plates ⋮ Equilibrium problems for infinite dimensional vector potentials with external fields ⋮ Symmetric function kernels and sweeping of measures ⋮ A concept of weak Riesz energy with application to condensers with touching plates ⋮ Green kernels associated with Riesz kernels ⋮ On the role of the point at infinity in Deny's principle of positivity of mass for Riesz potentials ⋮ A variational problem in the theory of Green potential. I ⋮ Variational problems of potential theory ⋮ Various concepts of Riesz energy of measures and application to condensers with touching plates ⋮ Necessary and sufficient conditions for the solvability of the Gauss variational problem for infinite dimensional vector measures ⋮ Condensers with infinitely many touching Borel plates and minimum energy problems ⋮ Capacities and discrete characteristics of space condensers ⋮ An alternative concept of Riesz energy of measures with application to generalized condensers
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