Badges woven in the strips

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a maximum on $\mathbb{h}$. we ... complex-analysis fourier-analysis maxima-minima modular-forms asked hours ago johnduck bronze badges vote answer views raising the level of a weakly holomorphic modular form if $f \in m^{!}

representation defined in ( ) below where $ au(n)$ is the ramanujan tau function. ( ) ... sequences-and-series number-theory modular-forms asked feb at : steven clark gold badge silver badges bronze badges votes answer views how is the parity condition determined for modular forms corresponding to $l...

https://math.stackexchange.com/questions/tagged/modular-forms

the theorem and proof in question are from evan chen's an infinitely large napkin. i've tried to include the relevant part here, but if you wish to view it in context please see theorem . from ... abstract-algebra commutative-algebra modules algebraic-number-theory asked yesterday user bronze badges

badges bronze badges votes answers views $ $ is not a sum of two squares in $\mathbb{q}(\sqrt{ })$ the question is the following: prove that $ $ is not the sum of two squares in $\mathbb{q}(\sqrt{ })$. i have a solution which makes use of algebraic number theory, namely the dirichlet unit ... number-theory...

https://math.stackexchange.com/questions/tagged/algebraic-number-theory

of $c_ $ and $\ell_ $ i have a total of $ $ questions, my purpose is to clear up notation in the following question, since they are not introduced in the text and i cannot seem to find the notations online below, we ... functional-analysis duality-theorems bilinear-form asked hours ago nazimj silver

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https://math.stackexchange.com/questions/tagged/bilinear-form

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