Journal of Algebraic Geometry · 2008 · 23 citations · 9 references
Schubert CalculusLie GroupRepresentation TheoryExceptional GroupsSemistable Reduction TheoremGlobal AnalysisSemistable ReductionGroup RepresentationPrincipal BundlesComplex GeometryLie Theory
We prove a semistable reduction theorem for principal bundles on curves in almost arbitrary characteristics. For exceptional groups we need some small explicit restrictions on the characteristic.
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$B$-structures on $G$-bundles and local triviality
Vladimir Drinfeld, Carlos Simpson · Mathematical Research Letters · 1995 · 127 citations · Full text
Semi-stability of reductive group schemes over curves
Kai Behrend · Mathematische Annalen · 1995 · 80 citations