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Letk≥2{k\geq 2}andn≥1{n\geq 1}be any integers. In this paper, we prove that all Hecke operators act trivially on the space of ordinary Drinfeld cuspforms of levelΓ1⁢(tn){\hskip-0.569055pt\Gamma_{1}(t^{n})\hskip-0.284528pt}and weightk{\hskip-0.284528ptk\hskip-0.569055pt}.

Triviality of the Hecke action on ordinary Drinfeld cuspforms of level Γ 1 ( t n )