On periodic maps over surfaces with large periods
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概要
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Kulkarni showed that, if $g$ is greater than three, any periodic map on the oriented surface of genus $g$ with period more than or equal to $4g$ is conjugate to a power of one of two types of periodic maps. In this paper, we show that, if $g$ is greater than 12, any periodic map on the surface with period more than or equal to $3g$ is conjugate to a power of one of four types of periodic maps.
著者
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Hirose Susumu
Department Of Mathematics Faculty Of Science And Engineering Saga University
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Hirose Susumu
Department Of Development Genetics National Institute Of Genetics
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- On periodic maps over surfaces with large periods
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