Titel: Microlocal lifts and quantum unique ergodicity for GL(2,Qp)
Abstract: We will present the paper named in the title, which available at https://arxiv.org/abs/1601.02528. The paper constructs a representation-theoretic microlocal lift for principal series representations of GL(2,Qp), and uses this to prove a form of QUE for Hecke eigenfunctions on certain path spaces over finite arithmetic graphs. This provides an analogue at non-archimedean places of some results of Zelditch, Wolpert and Lindenstrauss at the archimedean place.
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