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Supersolvable posets and fiber-type abelian arrangements

Selecta Mathematica, New Series
AbstractWe present a combinatorial analysis of fiber bundles of generalized configuration spaces on connected abelian Lie groups. These bundles are akin to those of Fadell–Neuwirth for configuration spaces, and their existence is detected by a combinatorial property of an associated finite partially ordered set.
Christin Bibby
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Supersolvability of complementary signed-graphic hyperplane arrangements

Australas. J Comb., 2004
The authors study the graphic arrangenment associated to complementary signed graphs consisting of positive and negative graphs such that their union is the complete graph (the reference on arrangements of hyperplanes is the book by \textit{P. Orlik} and \textit{H.
Guangfeng Jiang, Jianming Yu
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Finite Factorizable Groups with P\mathbb P-Subnormal v\mathrm v-Supersolvable and sh\mathrm{sh}-Supersolvable Factors

Mathematical Notes, 2022
V S Monakhov
exaly

Finite Minimal Non-supersolvable Groups Decomposable into the Product of Two Normal Supersolvable Subgroups

Communications in Mathematics and Statistics, 2015
Wenbin Guo, Anatoly Kondratyev
exaly

On Supersolvable Groups and the Nilpotator

Communications in Algebra, 2004
Marcel Herzog
exaly

On supersolvable saturated fusion systems

Monatshefte Fur Mathematik, 2018
Ning Su
exaly

Traversing regions of supersolvable hyperplane arrangements and their lattice quotients