Abstract
We prove that a local ring R of embedding codepth at most 3 has at most two semidualizing complexes up to shift-isomorphism, namely, R itself and a dualizing R-complex if one exists.
Original language | American English |
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Journal | arXIV.org Repository |
State | Published - Dec 31 2013 |
Disciplines
- Education
- Mathematics
Keywords
- Embedding codepth
- Local rings
- Trivial semidualizing complexes