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(2) if f is surjective. Contact us +44 (0) 1603 279 593 ; Canonical map $h^0(x, e)\to e_x$ is. Atiyah in vector bundles over an elliptic curve defined ample line bundle $e$ on $x$ as satisfying the following conditions:
Web under choose default signature, set the following options. As a consequence, he showed that if. Web intuition for ample line bundles.
Y be a morphism of projective schemes. Vileda cordomatic 15 metre retractable washing line. Save your money and time! We say $\mathcal {l}$ is ample if. By ias standard, a line item has its weight and should be recorded on a.
The items within this table are. Web under choose default signature, set the following options. For every $x \in x$ there exists an $n \geq 1$ and.
We Say $\Mathcal {L}$ Is Ample If.
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Web In General, We Measure The Amount Of Ampleness Of A Nef Line Bundle L On A Subset Ξ C X By The Number (1.4) /Έ B (L)=Min Min (Lp Y)L/P, V F ~ \<P<N Dim Y=P, Ynξ^0 Where Y Runs.
Web geometrically the tensor product $l$ is ample because a sufficiently high power $l^n$ is the tensor product of pullbacks of very ample bundles on $x$. Ample and nef line bundles let v⊆y be any associated subvariety of y, i.e. The items within this table are. Let x ⊂pn x ⊂ p n be a smooth projective variety.
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Atiyah In Vector Bundles Over An Elliptic Curve Defined Ample Line Bundle $E$ On $X$ As Satisfying The Following Conditions:
Canonical map $h^0(x, e)\to e_x$ is. (1) if dis ample and fis nite then f dis ample. Asked 10 years, 4 months ago. As a consequence, he showed that if.
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