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On the vanishing of coefficients of $η^{26}

J.-P. Serre, in his paper [1], established a sufficient condition on $n$ for the $n$-th coefficient of the series $η^{26}$ to vanish. However, the question that whether this is a necessary condition remained unanswered. In this paper, using the theory of Hecke eigenforms explored by Serre, we prove some partial cases for the converse part.
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VII Conference/Festival Latin American Theatre Today March 26-29, 2008 — Blacksburg, Virginia

VII Conference/Festival Latin American Theatre Today March 26-29, 2008 -- Blacksburg, Virginia
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