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Wikipedia / Compression body

In the theory of 3-manifolds, a compression body is a kind of generalized handlebody.

A compression body is either a handlebody or the result of the following construction:

  1. be a compact, closed surface (not necessarily connected). Attach 1-handles.

be a compression body. The negative boundary.) The positive boundary minus the negative boundary.

minus the positive boundary.

Compression bodies often arise when manipulating Heegaard splittings.

References

de:Henkelkörper#Kompressionskörper