A claimed new characterization of global sections of standard D-modules on flag varieties is used to compute the Cousin-Zuckerman resolution and prove the Lusztig-Vogan bijection for n=2,3 in GL(n,H).
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3 Pith papers cite this work. Polarity classification is still indexing.
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2026 3representative citing papers
Computes algebraic and analytic Brauer groups for homogeneous spaces under connected simply connected semisimple complex algebraic group actions with closed connected stabilizers.
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Computing the Cousin-Zuckerman Resolution and the Lusztig-Vogan Bijection
A claimed new characterization of global sections of standard D-modules on flag varieties is used to compute the Cousin-Zuckerman resolution and prove the Lusztig-Vogan bijection for n=2,3 in GL(n,H).
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Algebraic and analytic Brauer groups of homogeneous spaces
Computes algebraic and analytic Brauer groups for homogeneous spaces under connected simply connected semisimple complex algebraic group actions with closed connected stabilizers.
- K-theory of Gieseker variety and type A cyclotomic Hecke algebra