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- W3088347218 abstract "Let $(k,|cdot|)$ be a complete and algebraically closed valued field extension of $(mathbb{Q}_p,|cdot|_p)$. Given a finite morphism $varphi:mathscr{D}_1to mathscr{D}_2$ of unit discs over $k$, a differential module $(M,D)$ on $mathscr{D}_1$ and a point $bin mathscr{D}_2(k)$, we construct explicitly an optimal basis of space of horizontal elements for the direct image $varphi_*(M,D)$ at $b$ in terms of the suitable chosen optimal bases of $(M,D)$ at preimages of $b$ by $varphi$ and ramification properties of the morphism." @default.
- W3088347218 created "2020-10-01" @default.
- W3088347218 creator A5045798488 @default.
- W3088347218 date "2020-09-22" @default.
- W3088347218 modified "2023-09-27" @default.
- W3088347218 title "Optimal bases for direct images of $p$-adic differential modules over discs" @default.
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