Course Archives    Theoretical Statistics and Mathematics Unit
Course: Introduction to Algebraic Geometry
Instructor: Suresh Nayak
Room: G23
Level: Undergraduate
Time: Currently offered
Syllabus
Past Exams


Syllabus

Prime ideals and primary decompositions, Ideals in polynomial rings, Hilbert basis theorem, Noether normalisation theorem, Hilbert's Nullstellensatz, Projective varieties, Algebraic curves, Bezout's theorem, Elementary dimension theory.

Reference Texts:

1. M. Atiyah and I.G. MacDonald: Commutative Algebra
2. J. Harris: Algebraic Geometry
3. I. Shafarervich: Basic Algebraic Geometry
4. W. Fulton: Algebraic curves
5. M. Ried: Undergraduate Commutative Algebra

Evaluation:
Midterm Exam 40 marks
Assignment - marks
Final Exam 60 marks
Total 100 marks


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Past Exams
Midterm
07.pdf 09.pdf 10.pdf 11.pdf 12.pdf 13.pdf 15.pdf 16.pdf 17.pdf
Solution
13.pdf 15.pdf
Semestral
09.pdf 10.pdf 12.pdf 13.pdf 15.pdf 16.pdf 17.pdf
Supplementary and Back Paper
10.pdf 14.pdf 16.pdf 17.pdf

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