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Subspace arrangements as generalized star configurations
Journal article   Peer reviewed

Subspace arrangements as generalized star configurations

Stefan O. Tohaneanu
Mathematische Nachrichten, Vol.290(17-18), pp.3029-3037
12/01/2017

Abstract

Science & Technology Mathematics Physical Sciences
In this note, we show that any projective subspace arrangement can be realized as a generalized star configuration variety. This type of interpolation result may be useful in designing linear codes with prescribed codewords of minimum weight, as well as in answering a couple of questions about the number of equations needed to define a generalized star configuration variety.

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