Psetta maxima

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d}=\{z\in\mathbb{h}\colon| ext{re}(z)|\leq rac ,\|z\|\geq \}$ let $f:\mathbb{h} o\mathbb{c}$, $z\mapsto\sum\limits_{i= }^\infty a_i\exp( \pi iz)$ be a non-zero weight-$ $ cusp form for $ ext{sl}_ (\mathbb{z})$. then $|f|$ attains a maximum on $\mathbb{h}$. we ... complex-analysis fourier-analysis maxima-minima...

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i have a velocity vector with components in the $x$, $y$ and $z$ directions. each component is some function of $x$, $y$ and $z$. how would i evaluate the location, (cartesian coordinates) of the ... vector-analysis maxima-minima fluid-dynamics asked yesterday livikih bronze badges votes answers views...

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andromeda bronze badges vote answers views optimize sum of the square of hermitian forms for m different hermitian forms $h_i(\vec{c}_ ,\vec{c}_ )$, where $\vec{c}_j$ are complex vectors in $\mathbb{c}^n$, i want to calculate $$\min_{\vec{c} \in \mathbb{c}^n\backslash\{\vec{ }\}} \frac{\... optimization maxima-minima...

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