### Abstract

Original language | Undefined/Unknown |
---|---|

Journal | arXiv |

Publication status | Published - Sep 15 2016 |

### Keywords

- math.RT
- math.AC

### Cite this

*arXiv*.

**Noncommutative resolutions using syzygies.** / Dao, Hailong; Iyama, Osamu; Iyengar, Srikanth B.; Takahashi, Ryo; Wemyss, Michael; Yoshino, Yuji.

Research output: Contribution to journal › Article

*arXiv*.

}

TY - JOUR

T1 - Noncommutative resolutions using syzygies

AU - Dao, Hailong

AU - Iyama, Osamu

AU - Iyengar, Srikanth B.

AU - Takahashi, Ryo

AU - Wemyss, Michael

AU - Yoshino, Yuji

N1 - 5 pages

PY - 2016/9/15

Y1 - 2016/9/15

N2 - Given a noether algebra with a noncommutative resolution, a general construction of new noncommutative resolutions is given. As an application, it is proved that any finite length module over a regular local or polynomial ring gives rise, via suitable syzygies, to a noncommutative resolution.

AB - Given a noether algebra with a noncommutative resolution, a general construction of new noncommutative resolutions is given. As an application, it is proved that any finite length module over a regular local or polynomial ring gives rise, via suitable syzygies, to a noncommutative resolution.

KW - math.RT

KW - math.AC

M3 - Article

JO - arXiv

JF - arXiv

ER -