Abstract
We study a correspondence between orientation-reversing involutions on compact 3-manifolds with only isolated fixed points and self-dual, binary codes. We show in particular that every such code can be obtained from such an involution. We further relate doubly even codes to Pin-structures and Spin-manifolds.
Citation
Matthias Kreck. Volker Puppe. "Involutions on 3-manifolds and self-dual, binary codes." Homology Homotopy Appl. 10 (2) 139 - 148, 2008.
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