Abstract
Let be a finite extension of with residue field , and let be a prime such that . We investigate the cohomology of the Lubin–Tate towers of with coefficients in , and we show how it encodes Vignéras’ Langlands correspondence for unipotent -representations.
Citation
Jean-François Dat. "Lefschetz operator and local Langlands modulo $\ell$: the limit case." Algebra Number Theory 8 (3) 729 - 766, 2014. https://doi.org/10.2140/ant.2014.8.729
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