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Original Articles

Distributive Products and Their Homology

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Pages 1258-1269 | Received 29 Nov 2011, Published online: 20 Nov 2013
 

Abstract

We develop a theory of sets with distributive products (called shelves and multi-shelves) and of their homology. We relate the shelf homology to the rack and quandle homology.

2000 Mathematics Subject Classification:

ACKNOWLEDGMENTS

The first author was partially supported by the NSA-AMS 091111 grant, by the Polish Scientific Grant: Nr. N-N201387034, by the GWU REF grant, and by the CCAS/UFF award.

Notes

More generally, r: X → A ⊂ X is a retract if r is the identity on A and r(xy) = r(x)☆r(y).

Communicated by A. Smoktunowicz.

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