Lie Group Representations II
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On some problems suggested by the trace formula.- P-invariant distributions on GL(N) and the classification of unitary representations of GL(N) (Non-archimedean case).- Automorphic forms and a hodge theory for congruence subgroups of SL2 (?).- Automorphic forms and L-functions for the unitary group.- On the residual spectrum of GL(n).- On lifting.- On principal values on p-adic manifolds.- Work of Waldspurger.- The fourier transform of orbital integrals on SL2 over a p-adic field.
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On some problems suggested by the trace formula.- P-invariant distributions on GL(N) and the classification of unitary representations of GL(N) (Non-archimedean case).- Automorphic forms and a hodge theory for congruence subgroups of SL2 (?).- Automorphic forms and L-functions for the unitary group.- On the residual spectrum of GL(n).- On lifting.- On principal values on p-adic manifolds.- Work of Waldspurger.- The fourier transform of orbital integrals on SL2 over a p-adic field.
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On some problems suggested by the trace formula.- P-invariant distributions on GL(N) and the classification of unitary representations of GL(N) (Non-archimedean case).- Automorphic forms and a hodge theory for congruence subgroups of SL2 (?).- Automorphic forms and L-functions for the unitary group.- On the residual spectrum of GL(n).- On lifting.- On principal values on p-adic manifolds.- Work of Waldspurger.- The fourier transform of orbital integrals on SL2 over a p-adic field.
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