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Rearrangement of
spherical modifications
Marvin Victor Mielke |
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Vol. 28 (1969), No. 1, 143–150
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Abstract |
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A “rearrangement” theorem of Wallace states essentially that if a manifold M is the trace of a sequence of spherical modifications of various types then these modifications can be arranged so that the order in which they are performed is that of increasing type, their trace still being M. In this paper a related rearrangement problem is considered; namely, to determine bounds on how “mixed” the order of performing a sequence of modifications can be and still possess the same trace M. |
Mathematical Subject Classification
Primary: 57.01
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Milestones
Received: 20 July 1967
Published: 1 January 1969
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Authors |
| Marvin Victor Mielke | |
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