Freeness of Hyperplane Arrangements between Boolean Arrangements and Weyl Arrangements of Type B-l


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Title:	Freeness of Hyperplane Arrangements between Boolean Arrangements and Weyl Arrangements of Type B-l
Authors:	Torielli, Michele Browse this author
Authors:	Tsujie, Shuhei Browse this author
Issue Date:	24-Jul-2020
Publisher:	N.J. Calkin and H.S. Wilf
Journal Title:	Electronic journal of combinatorics
Volume:	27
Issue:	3
Start Page:	P3.10
Publisher DOI:	10.37236/9341
Abstract:	Every subarrangement of Weyl arrangements of type B-l is represented by a signed graph. Edelman and Reiner characterized freeness of subarrangements between type A(l-1 )and type B-l in terms of graphs. Recently, Suyama and the authors characterized freeness for subarrangements containing Boolean arrangements satisfying a certain condition. This article is a sequel to the previous work. Namely, we give a complete characterization for freeness of arrangements between Boolean arrangements and Weyl arrangements of type B-l in terms of graphs.
Type:	article
URI:	http://hdl.handle.net/2115/79180
Appears in Collections:	国際連携研究教育局 : GI-CoRE (Global Institution for Collaborative Research and Education : GI-CoRE) > 雑誌発表論文等 (Peer-reviewed Journal Articles, etc)

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