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Autor:
Nechayeva, Marina, Randol, Burton
This paper describes, in the case of the unit circle, several applications of a geometrically intrinsic treatment of counterparts of classical electrostatics, previously developed in [4] and [5].
Comment: New theorems and improved exposition
Comment: New theorems and improved exposition
Externí odkaz:
http://arxiv.org/abs/1410.3804
Autor:
Nechayeva, Marina, Randol, Burton
We study the asymptotic behavior of discrete measures on S^{n-1} that are induced by radially projecting point masses concentrated on the integral lattice-points within dilates of a compact body D, for various classes of D. The results depend sensiti
Externí odkaz:
http://arxiv.org/abs/math/0601230
Autor:
Mangilev, Pyotr, Kostromin, Konstantin, Nechayeva, Marina, Shamanayev, Andrey, Ivanova, Oksana
Publikováno v:
Quaestio Rossica, Vol 4, Iss 1 (2016)
Quaestio Rossica; Том 4, № 1 (2016); 263-277
Quaestio Rossica; Том 4, № 1 (2016); 263-277
The materials published below are a result of a discussion that followed a conference organized by the Yekaterinburg Metropolis of the Russian Orthodox Church and Ural Federal University. The participants of the discussion were archpriest Pyotr Mangi
Akademický článek
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Autor:
Nechayeva, Marina, Randol, Burton
Publikováno v:
Uniform Distribution Theory; December 2019, Vol. 14 Issue: 2 p87-102, 16p
Autor:
Nechayeva, Marina, Randol, Burton
Publikováno v:
Additive Number Theory; 2010, p287-301, 15p