Correspondence betweeen real Nebentype elliptic modular forms and Hilbert modular forms
Throughout this chapter, we denote by G the algebraic group ReSF/QSL2 defined over Q, where Res is the Weil’s restriction of scalar functor. Moreover we identify its integral points Gℤ (res. rational points GQ, resp. real points Gℝ) with SL2(0F) (resp. SL2(F), resp. SL2(ℝ) × SL2(ℝ)).
KeywordsModular Form Fourier Coefficient Haar Measure Isotropy Subgroup Primitive Form
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