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Planar-busting Curves on the Boundary of a Handlebody
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作者 Sun Dong-qi Tang Jing-yan +1 位作者 Li Feng-ling Lei Feng-chun 《Communications in Mathematical Research》 CSCD 2013年第2期184-192,共9页
Let Hn be an orientable handlebody of genus n. It has been proved that for n not less than 2, there exists an annulus-busting curve in δHm. In the present paper, we prove that for n not less than 2, there exists an e... Let Hn be an orientable handlebody of genus n. It has been proved that for n not less than 2, there exists an annulus-busting curve in δHm. In the present paper, we prove that for n not less than 2, there exists an essential simple closed curve C in OHm which intersects each essential planar surface in Hn non-emptily. Furthermore, we show that for n not less than 3, a pants-busting curve must also be an annulus-busting curve. 展开更多
关键词 HANDLEBODY planar surface planar-busting curve pants-busting curve
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