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On δ-reducible Heegaard Splittings
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作者 马继明 雷逢春 《Journal of Mathematical Research and Exposition》 CSCD 北大核心 2005年第2期287-291,共5页
In this paper, we shall prove that any Heegaard splitting of a δ-reducible 3-manifold M, say M = W U V, can be obtained by doing connected sums, boundary connected sums and self-boundary connected sums from Heegaard ... In this paper, we shall prove that any Heegaard splitting of a δ-reducible 3-manifold M, say M = W U V, can be obtained by doing connected sums, boundary connected sums and self-boundary connected sums from Heegaard splittings of n manifolds M1,..., Mn, where Mi is either a solid torus or an irreducible, δ-irreducible manifold. 展开更多
关键词 connected sum boundary connected sum self-boundaxy connected sum.
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