Class: Tuesday and Thursday 12:25 pm–1:45 pm, LCB 323
Office: 202 JWB
E-mail: my-last-name at math dot utah dot edu
Office Hours: 10:00–12:00 Wednesday, and by appointment.
Topics: Galois theory, commutative algebra around the basic theory of algebraic varieties
Texts: The basic reference is Basic Algebra I, II by Jacobson. I plan to use also Glaois Theory by J.-P. Escofier, another book of the same name by E. Artin, and Introduction to Commutative Algebra by Atiyah and MacDonald.
Grades: This will be based on two midterms (each accounting for 35% of the overall grade) and homework (30%).
Exams: There will be a two midterms, one towards the end of February and the second towards the end of April (date and time to be determined).Homework: Problem sets will be assigned fortnightly and will be available on this web-page. The solutions should be typeset in TeX (work with AMSLatex) and the pdf file turned in. You may discuss the problems with others, but please write the solutions yourself. Homework 0 is for your edification only, and should not be submitted.
Homework 0 pdf
Homework 1 pdf and tex
Homework 2 pdf and tex
Homework 3 pdf and tex
Homework 4 pdf and tex
Homework 5 pdf and tex
ADA: The Americans with Disabilities Act requires that reasonable accommodations be provided to qualified individuals. To discuss any such accommodations, please contact me as well as the Center for Disability Services, (801) 581-5020, at the beginning of the semester.Back to Srikanth's Home Page