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Minimal rank of abelian group matrices
Authors:Wai-Kiu Chan   Yip-Cheung Chan  Man-Keung Siu
Affiliation: a Department of Mathematics, University of Southern California, Los Angeles, CA, USAb Department of Mathematics, University of Hong Kong, Hong Kong
Abstract:The minimal rank of abelian group matrices with positive integral entries is determined.The corresponding problem for circulant matrices have been investigated by Ingleton and more recently by Shiu-Ma-Fang. Our work can be viewed as a generalization of their results, since a group matrix becomes circulant when the group is cyclic.
Keywords:Rank,abelian group matrix,character,Subject Classification: Primary:15A03, 15A36   Secondary: 20C05
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