Quiver Gauge theories from Lie Superalgebras

作者: A. Belhaj , M. B. Sedra

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摘要: We discuss quiver gauge models with matter fields based on Dynkin diagrams of Lie superalgebra structures. focus A(1,0) case and we find first that it can be related to intersecting complex cycles genus $g$. Using toric geometry, quivers are analyzed in some details is shown used incorporate fundamental a product two unitary factor groups. expect this approach applied other kinds superalgebras;

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