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Book Chapter10.1007/978-1-4684-9165-4_3

The Special Values Associated to Cuspidal Groups

Glenn Stevens-1982-01-01-Progress in mathematics
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TL;DRAbstract

Let Γ be a group of type (N1, N2) and E ∈ <Emphasis Type=“NonProportional”>E</Emphasis>2 (Γ) be a <Emphasis Type=“NonProportional”>J</Emphasis>-eigenfunction. This chapter is devoted to describing the subgroup CE of the cuspidal group and the speical values of the associated cohomology class φE ∈ H1(X;A(E)).

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Let Γ be a group of type (N1, N2) and E ∈ <Emphasis Type=“NonProportional”>E</Emphasis>2 (Γ) be a <Emphasis Type=“NonProportional”>J</Emphasis>-eigenfunction. This chapter is devoted to describing the subgroup CE of the cuspidal group and the speical values of the associated cohomology class φE ∈ H1(X;A(E)).

Keywords

Emphasis (telecommunications)MathematicsPure mathematicsClass (philosophy)EigenfunctionCohomologyGroup (periodic table)Type (biology)

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