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Please use this identifier to cite or link to this item: http://hdl.handle.net/11133/3488

Title: Planar open Riemann surfaces and holomorphic approximation
Other Titles: 単葉型開リーマン面と正則近似
タンヨウガタ カイリーマンメン ト セイソク キンジ
Authors: 阿部, 誠
中村, 豪
ABE, Makoto
NAKAMURA, Gou
Issue Date: 31-Mar-2019
Publisher: 愛知工業大学
Abstract: An open Riemann surface R is planar if and only if for every domain G in R the condition that G satisfies the strong disk property in R implies the condition that G is holomorphically Runge in R.
URI: http://hdl.handle.net/11133/3488
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