restriction divisor cartier
$273.00
In stock
Description
restriction divisor cartier,Let X be an integral Noetherian scheme. Then X has a sheaf of rational functions All regular functions are rational functions, which leads to a short exact sequence A Cartier divisor on X is a global section of An equivalent description is that a Cartier divisor is a collection where is an open cover of is a section of on and on up to multiplication by a section of Cartier divisors also have a sheaf-theoretic description. A fractional ideal sheaf is a sub--modul.
Beige and white GG Supreme canvas
restriction of a divisor
Gold-toned hardware
Cartier divisor diagram
Double G
Inside: 4 open pocket
Cartier divisor rational section
Chain top handle with 7″ drop
Top zip closure
Cartier divisor examples
8.4″W x 2.1″H x 2.6″D
Weight: 0.8lbs approximately
Cartier divisor graph
Additional information
| Dimensions | 8.5 × 1.7 × 3.1 in |
|---|
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