Proves the generalized injectivity conjecture for quasi-split reductive p-adic groups by reducing to geometric graded Hecke algebras where generic modules have open L-parameters.
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An algorithm computes the Pyasetskii involution for symplectic, odd orthogonal, and orthogonal groups by merging existing methods for GL_n and bad-parity cases.
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On submodules of standard modules
Proves the generalized injectivity conjecture for quasi-split reductive p-adic groups by reducing to geometric graded Hecke algebras where generic modules have open L-parameters.
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Algorithms on the Pyasetskii involution on local Langlands parameters of classical groups
An algorithm computes the Pyasetskii involution for symplectic, odd orthogonal, and orthogonal groups by merging existing methods for GL_n and bad-parity cases.