AG-Week Three: Difference between revisions
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(New page: = Week Three = This is the page with specific information for Week 3 of our Algebraic Geometry Graduate Reading Course '''Discussion Leader''': Lalit == Schedule == * For 9/15: Read ...) |
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* For 9/15: Read & be prepared to discuss 2.6/3.1 | * For 9/15: Read & be prepared to discuss 2.6/3.1 | ||
** Hand in 6 written up problems | ** Hand in 6 written up problems | ||
* For 9/17: Read & be prepared to discuss 3.2 | * For 9/17: Read & be prepared to discuss 3.2 and 3.3 | ||
* For 9/ | * For 9/20: Read & be prepared to discuss 3.4 | ||
** Meeting with faculty: Bring questions from all of Chapter 3 covered so far and any additional questions about Abelian Categories. | ** Meeting with faculty: Bring questions from all of Chapter 3 covered so far and any additional questions about Abelian Categories. | ||
| Line 15: | Line 15: | ||
== Questions == | == Questions == | ||
2.6: | |||
Rohit's method: is there a way to use the fact that Hom(,M) is a left exact contravariant functor and Hom (A,M) = M, to show that left adjoints are right exact in A-mod? | |||
Ed's crazy ring of functions: what is the union of ideals generated by subsequences? How about maximal ideals? | |||
3.1: | |||
Geometric Interpretation of m/m^2 ? | |||
== Comments == | == Comments == | ||
[http://math.wisc.edu/~hittson/note3.pdf Amanda's notes on fibered products] | |||
== Typos == | == Typos == | ||
[[Category:Fall 2010 Algebraic Geometry Reading Course]] | [[Category:Fall 2010 Algebraic Geometry Reading Course]] | ||
* 3.4.O: "a epimorphism" should read "an epimorphism" | |||
Latest revision as of 22:17, 28 September 2010
Week Three
This is the page with specific information for Week 3 of our Algebraic Geometry Graduate Reading Course
Discussion Leader: Lalit
Schedule
- For 9/15: Read & be prepared to discuss 2.6/3.1
- Hand in 6 written up problems
- For 9/17: Read & be prepared to discuss 3.2 and 3.3
- For 9/20: Read & be prepared to discuss 3.4
- Meeting with faculty: Bring questions from all of Chapter 3 covered so far and any additional questions about Abelian Categories.
Homework
6 problems due 9/13
Questions
2.6: Rohit's method: is there a way to use the fact that Hom(,M) is a left exact contravariant functor and Hom (A,M) = M, to show that left adjoints are right exact in A-mod?
Ed's crazy ring of functions: what is the union of ideals generated by subsequences? How about maximal ideals?
3.1: Geometric Interpretation of m/m^2 ?
Comments
Amanda's notes on fibered products
Typos
- 3.4.O: "a epimorphism" should read "an epimorphism"