Beta-function of Bruhat--Tits buildings and deformation of $l_2$ on the space of lattices

Mathematics – Representation Theory

Scientific paper

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33 pages

Scientific paper

For the space $Lat_n$ of all the lattices in a $p$-adic $n$-dimensional
linear space we obtain an analog of matrix beta-functions; this beta-function
has a degeneration to the Tamagawa zeta-function. We propose an analog of
Berezin kernels for $Lat_n$. We obtain conditions of positive definiteness of
these kernels and explicit Plancherel formula.

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