ON THE STEINBERG CHARACTER OF A SEMISIMPLE p-ADIC GROUP Ju-Lee Kim and George Lusztig

Abstract

1.1. Let K be a nonarchimedean local field and let K be a maximal unramified field extension of K. Let O (resp. O) be the ring of integers of K (resp. K) and let p (resp. p) be the maximal ideal of O (resp. O). Let K = K −{0}. We write O/p = Fq, a finite field with q elements, of characteristic p. Let G be a semisimple almost simple algebraic group defined… (More)

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@inproceedings{Lusztig2012ONTS, title={ON THE STEINBERG CHARACTER OF A SEMISIMPLE p-ADIC GROUP Ju-Lee Kim and George Lusztig}, author={George Lusztig}, year={2012} }