Mathematics – Algebraic Geometry
Scientific paper
2011-11-04
Mathematics
Algebraic Geometry
20 pages, 6 figures
Scientific paper
We investigate the properties of coordinate rings of orbit closures for quivers of type $A_3$ by considering the desingularization given by Reineke. We construct explicit minimal free resolutions of the defining ideals of the orbit closures thus giving us a minimal set of generators for the defining ideal. The resolution allows us to read off some geometric properties of the orbit closure. In addition, we give a characterization for the orbit closure to be Gorenstein.
Sutar Kavita
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