2016/2017
Коммутативная алгебра
Статус:
Дисциплина общефакультетского пула
Кто читает:
Факультет математики
Где читается:
Факультет математики
Когда читается:
1, 2 модуль
Преподаватели:
Брав Кристофер Ира,
Кондо Сатоши
Язык:
английский
Кредиты:
5
Контактные часы:
64
Course Syllabus
Abstract
This course program sets minimal requirements to the knowledge and skills of students and determines the contents and kinds of lectures and reporting. The program is intended for lecturers teaching this course, course assistants and students of 01.04.01 specialization «Mathematics» who study the course “Infinite Dimensional Lie Algebras and Vertex Operator Algebras”
Learning Objectives
- The course aims at making the students familiar with the basics on commutative ring theory. The students are to learn the basic concepts and notions that may be applicable in algebraic geometry
Expected Learning Outcomes
- Knows the basic concepts of the commutative ring theory and its connection to algebraic geometry. Is able to understand the fundamental theorems such as Hilbert nullstellensatz and the notion of primary decomposition in Noetherian ring theory.
Bibliography
Recommended Core Bibliography
- Altman, A., & Kleiman, S. (2013). A term of Commutative Algebra. United States, North America: Worldwide Center of Mathematics. Retrieved from http://search.ebscohost.com/login.aspx?direct=true&site=eds-live&db=edsbas&AN=edsbas.55CA89AB
Recommended Additional Bibliography
- Dolgachev, I. (2012). Classical Algebraic Geometry : A Modern View. Cambridge: Cambridge University Press. Retrieved from http://search.ebscohost.com/login.aspx?direct=true&site=eds-live&db=edsebk&AN=473170