THE STANLEY DEPTH IN THE UPPER HALF OF THE KOSZUL COMPLEX

Autor(en): Katthaen, Lukas
Sieg, Richard
Stichwörter: Boolean algebra; Hilbert depth; Koszul complex; Mathematics; Stanley depth
Erscheinungsdatum: 2016
Herausgeber: TAYLOR & FRANCIS INC
Journal: COMMUNICATIONS IN ALGEBRA
Volumen: 44
Ausgabe: 8
Startseite: 3290
Seitenende: 3300
Zusammenfassung: 
Let R=K[X-1, ..., X-n] be a polynomial ring over some field K. In this article, we prove that the kth syzygy module of the residue class field K of R has Stanley depth n-1 for left perpendicularn/2right perpendicular <= k
ISSN: 00927872
DOI: 10.1080/00927872.2015.1085993

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