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On the Structure of the Space of Cusp Forms For a Semisimple Group Over a Number Field (CROSBI ID 161689)
Prilog u časopisu | izvorni znanstveni rad | međunarodna recenzija
Muić, Goran
On the Structure of the Space of Cusp Forms For a Semisimple Group Over a Number Field // Proceedings of the American Mathematical Society, 138 (2010), 9; 3147-3158
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Muić, Goran
engleski
On the Structure of the Space of Cusp Forms For a Semisimple Group Over a Number Field
Let G be a semisimple algebraic group defined over a number field k. In the paper are studied unramified irreducible components of irreducible automorphic cuspidal representations in the space of cusp forms A_cusp(G(k) \ G(A)) using the action of unramified Hecke algebra on compactly supported cuspidal Poincare series.
semisimple group; number field; adeles; cusp forms; automorphic cuspidal representation; Poincare series
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