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On A Product Expansion for the Drinfeld Discriminant Function
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The classical discriminant function Δ (τ) has a product expansion
Δ(τ) = (2πi)12qπ(1-qn)24,
where q = e2πiτ. E.-U. Gekeler gave in [4] a product expansion for the Drinfeld discriminant function of rank 2. In this paper, we give a product expansion for the Drinfeld discriminant function of arbitrary rank.
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