Acta of Turin Polytechnic University in Tashkent
Abstract
The purpose of this paper is to show some properties of,- singular removable sets to subharmonic functions.
First Page
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Last Page
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References
- W. Blaschke, Ein Mittelwertsatz und eine kennzeichnende Eigenschaft des logarithischen Potentials, Ber. Verh. Sächs. Akad. Wiss., 68, (1916), 3-7pp.
- T. Rado, Subharmonic functions, Ergebnisse der Mathematik, Berlin, 1937.
- I. Privaloff, Sur les fonctions harmoniques, Rec. math., XXXII:3, (1925), 464-469 pp.
- S. Saks, On the operators of Blaschke and Privaloff for subharmonic functions, Rec.Math.[Mat. Sbornik] N.S., 9(51) (2), (1941), 451-456 pp.
- I. Privalov, To the definition of a subharmonic function, News of the USSR Acad. of Sci., (5), 1941, 281-284 pp, (in Russian).
- Brelo M., Foundations of classical potential theory, 217p. Mir, Moscow, (1964), (in Russian).
- A. Pokrovskii, Conditions for subharmonicity and subharmonic extensions of functions, Sb. Math., 208:8, 2017, 1225-1245 pp, (in Russian).
- Sh. Shopulatov, On a weak criterion for the subharmonicity of functions in n , Uzb.Math.Jour., (2) 2018, 136-141 pp.
Recommended Citation
Shopulatov, Sh.Sh.
(2019)
"Some Properties of Removable Singular Sets of Subharmonic Functions,"
Acta of Turin Polytechnic University in Tashkent: Vol. 9
:
Iss.
2
, Article 3.
Available at:
https://uzjournals.edu.uz/actattpu/vol9/iss2/3
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