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math.RT2016
Equivalences of tame blocks for p-adic linear groups
Jean-François Dat
Let p and be two distinct primes, F a p-adic field and n an integer. We show that any level 0 block of the category of smooth Z -valued representations of GL n (F) is…
math.RT2016
A functoriality principle for blocks of p-adic linear groups
Jean-François Dat
Bernstein blocks of complex representations of p-adic reductive groups have been computed in a large amount of examples, in part thanks to the theory of types a la Bushnell and Kut…