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Weights of Modular Forms on so+(2, l) and Congruences Between Eisenstein Series and Cusp forms of Half-Integral Weight on SL2
Published online by Cambridge University Press: 21 December 2009
Abstract
Let E be a level 1, vector valued Eisenstein series of half-integral weight, normalized so that the coefficients are all in ℤ. It is shown that there is a level one vector valued cusp form f with the same weight as E and with coefficients in ℤ, which is congruent to E modulo the constant term of E.
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- Copyright © University College London 2007