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Results tagged with quasimodular-forms
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user 32330
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$f,f',...,f^{(j)}$ is $\mathbb C$-linearly independent if $f$ is a modular form
Conjecture: Let be $f$ a modular form of weight $k$ and $j$ a strictly positive integer, then the set $f,f',...,f^{(j)}$ is $\mathbb C$-linearly independent in $A$.
Is that conjecture true or false? …
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