The paper constructs moduli spaces of framed toric principal G-bundles with given total equivariant characteristic class as locally closed subvarieties of products of partial flag varieties, extending Sam Payne's work on toric vector bundles.
The Chow ring of a classifying space
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Moduli of toric principal bundles
The paper constructs moduli spaces of framed toric principal G-bundles with given total equivariant characteristic class as locally closed subvarieties of products of partial flag varieties, extending Sam Payne's work on toric vector bundles.