Estimates of product of inner radii of mutually non-overlapping domains in multidimensional complex spaces
We study one extremal problem on the product of power of generalized inner radii of non-overlapping domains in $\mathbb{C}^{n}$.
math.CV↗
arXiv subjects
I. V. Denega
Publications and source records attributed to I. V. Denega.
Generalization of some extremal problems on non-overlapping domains with free poles
Although much research has been devoted to extremal problems on non-overlapping domains little is known about all solutions of this problems. We generalized some of this problems on the case of more general systems of points. It was solved using separating transformations and learning functions in detail. Methods used in the paper allowed to get improve and more exact estimations taking into account angular parameters, coefficients of displacement and controlable functionals.
math.GT↗
Inequalities in problems on non-overlapping domains
In this paper we consider quite general problem on non-overlapping domains with free poles on radial systems. The main theorem of this work generalizes the previously known results for problems of this type.
math.CV↗