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Results tagged with quasimodular-forms
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user 6779
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Power series which are $p$-adic modular forms for all $p$
Suppose that, for some integer $k$, a series $f(q) \in \mathbb Q \otimes \mathbb Z[[q]]$ has the property that for every prime $p$, $f(q)$ is the $q$-expansion of a $p$-adic modular form of weight $k$ …
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