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  Course will meet mondays, wednesdays and thursdays 10:00 - 11:45. For rooms see schedule.

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Examiner and lecturer

Jan Stevens, http://www.math.chalmers.se/~stevens/

Course literature

Main text

Igor Dolgachev, INTRODUCTION TO ALGEBRAIC GEOMETRY,

lecture notes downloadable from the Author's website.


Additional material:

Bezout's Theorem and Inflection Points
The group law on cubic curves

Reference literature

Miles Reid, Undergraduate Algebraic Geometry. LMS Student Texts 12, Cambridge Univ. Press, 1988

Klaus Hulek, Elementary Algebraic Geometry. Student mathematical library Vol. 20, American Mathematical Society, 2003.

Robin Hartshorne, Algebraic Geometry. Springer Verlag, 1977


Preliminary plan for lectures and classes

The course schedule is determined at the first meeting.

The course will cover lectures 1 -- 13 of the Lecture Notes by Dolgachev.

Examination

To pass this course you should pass a written or oral exam. Handed in home work can determine the grade to a large extent.

Home work

Exercises and home work for week 3.

Exercises and home work for week 4.

Exercises and home work for week 5.

Exercises and home work for week 6.

Exercises and home work for week 7.

Exercises and home work for week 8.