Coefficient Systems on the Bruhat-Tits Building and Pro-$p$ Iwahori-Hecke Modules 1HFMW " who borrow from and

" who borrow from and build on the legacies of past generations of college student activists

including magical and divination texts and new interpretations of legends and midrashim from classical rabbinic literature

When sky calf improves just by sitting in a calm environment

Koch-Sheras helps the client to translate her dream and obtain some lessons from the dream

utility executives succeeded in limiting public criticism and curtailing unwanted reform

Coefficient Systems on the Bruhat-Tits Building and Pro-$p$ Iwahori-Hecke Modules 1HFMW " who borrow from andLet G be the group of rational points of a split connected reductive group over a nonarchimedean local field of residue characteristic p. LetI be a pro p Iwahori subgroup of G and let R be a commutative quasi Frobenius ring. If H = R[I\G I] denotes the pro p Iwahori Hecke algebra of G over R we clarify the relation between the category of H modules and the category of G equivariant coefficient systems on the semisimple Bruhat Tits building of G. IfR