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MTH437 An introduction to schemes
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SESSION 2021-22 MONSOON SEMESTER
MATHEMATICS
MTH437(2021-22)
Affine and Projective Space
Multiplication firgure for Lecture 2
Multiplication firgure for Lecture 2
Click
tikzmult.pdf
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Uploaded 8/09/2021 11:10
◄ Addition Figure for Lecture 2
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Announcements
Course Outline
Frequently asked questions regarding registration
Plan
Logistics
General Discussions
Article on "Grothendieck and the Concept of Space"
Lawvere on "Grothendieck and the concept of space"
The Rising Sea by Ravi Vakil
HTML Version of The Rising Sea by Ravi Vakil
ZL Low's notes on Scheme as Functor of Points
Grothendieck's Notes on Scheme as a Functor of Points.
Master's Thesis of de Oliviera about Functor of Points
Affine and Projective space Forum
Slides for Lecture 1
Slides for Lecture 2
Addition Figure for Lecture 2
Notes for Linear spaces
Quiz 1
Solutions to Quiz 1
Flip Session 1
Affine Schemes Forum
Slides for Lecture 3
Examples in Lecture 3
Slides for Lecture 4
Notes on Affine Schemes
Flip Session 2
Quiz 2
Solutions to Quiz 2
Categories and Sheaves Forum
Slides for Lecture 5
Flip session 3
Slides for Lecture 6
Notes on Categories, Functors and Natural Transformations
Flip Session 4
Slides for Lecture 7
Notes on Localisation and Patching
Flip Session 5
Recording of Lecture Class 8
Slides for Lecture 8
Quiz 3
Solutions to Quiz 3
Flip Session 6
Hand-written notes for Lecture 9
Flip Session 7
Recording of Lecture Class 10
Slides for Lecture 10
Quiz 4
Solution to Quiz 4
Flip Session 8
Notes on Geometric Constructions with Sheaf Functors
Schemes Forum
Slides from Lecture 11
Slides from Lecture 12
Flip Session 9
Quiz 5
Solutions to Quiz 5
Quiz 6
Solutions to Quiz 6
Slides for Lecture 13
Flip Session 10
Slides for Lecture 14
Slides for Lecture 15
Quiz 7
Solution to Quiz 7
Flipped Session 11
Flipped Session 12
Quiz 8
Solutions to Quiz 8
Slides from Lecture 16
Slides for Lecture 17
Flipped Session 13
Slides for Lecture 18
Flipped Session 14
Slides for Lecture 19
Slides for Lecture 20
Flipped Session 15
Quiz 9
Solution to Quiz 9
Slides for Lecture 21
Flip Session 16
Flip Session 17
End-Semester Examination
Solutions to End-Semester Examination
Notes for Linear spaces ►
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Course sections