Let G be a reductive group satisfying the standard hypotheses, with Lie algebra g. For each nilpotent orbit O 0 in a Levi subalgebra g 0 we can consider the induced orbit O defined by Lusztig and...
Let G be connected reductive algebraic group defined over an algebraically closed field of characteristic p>0 and suppose that p is a good prime for the root system of G, the derived subgroup of G is simply connected and...
Let G be connected reductive algebraic group defined over an algebraically closed field of characteristic p>0 and suppose that p is a good prime for the root system of G, the derived subgroup of G is simply connected and...
Every conic symplectic singularity admits a universal Poisson deformation and a universal filtered quantization, thanks to the work of Losev and Namikawa. We begin this paper by showing that every such variety admits a...
Let G be a reductive group satisfying the standard hypotheses, with Lie algebra g. For each nilpotent orbit O 0 in a Levi subalgebra g 0 we can consider the induced orbit O defined by Lusztig and...
Every conic symplectic singularity admits a universal Poisson deformation and a universal filtered quantization, thanks to the work of Losev and Namikawa. We begin this paper by showing that every such variety admits a...
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