Basic topics in commutative algebra: Cayley–Hamilton theorem, integral Miles REID, Undergraduate commutative algebra, Cambridge University Press, LMS. Primary decomposition of an ideal (exercise in Reid, Undergraduate Commutative Algebra) · 8 · Hints about Exercise in Miles Reid, Undergraduate. Undergraduate Commutative Algebra has 13 ratings and 1 review. Showing the link between commutative ring theory and algebraic geometry, this book contras.. . Miles Reid. · Rating details · 13 . M is currently reading it. May

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Gautam is currently reading it Jan 20, Goodreads helps you keep track of books you want to read. Martin marked it as to-read Dec 14, Brian33 added it Jun 08, There are no discussion topics on this book yet.

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Undergraduate Commutative Algebra by Miles Reid

Books by Miles Reid. Undergraduate Commutative Algebra by Miles Reid. B A added it Jan 31, To see what your friends thought of this book, please sign up.

IQ rated it really liked it Feb 03, Students may wish to study more material in a parallel self-help seminar I can try to arrange exam credit for this as necessary. Karthik Ganapathy rated it really liked it May 06, Open Preview See a Problem?


It is ideal for anyone seeking a primer on commutative algebra. Trivia About Undergraduate Com One of the central topics is the relation between the commutative algebra of graded rings and the geometry of projective varieties and singularities.

Julio Sueiras rated it liked it Jan 20, Chris is currently reading it Sep 21, Want to Read Currently Reading Read. Want to Read saving…. Mohamad marked it as to-read Feb 16, France 86 I.

Showing the link between commutative ring theory and algebraic geometry, this book contrasts the methods and ideology of modern abstract algebra with concrete applications in algebraic geometry and number theory.

This is a first introduction to algebraic geometry at the MSc level. Quang Dao marked it as to-read Feb 07, Three-hour written examination Other material at the beginning graduate level See the first chapters of Chapters on algebraic surfaces, Park City index and from More chapters book in undergarduate Liam marked it as to-read Jun 09, Timetable forTerm 2: Technical foundational material, for example on commutative algebra and affine schemes, on sheaves and coherent cohomology, will be introduced as required, without detailed proofs.

The emphasis is on concrete examples of curves, surfaces, projective arieties and singularities, as illustrated in my Park City lecture notes [Chapters] and in the book in progress [More Chapters].


Michael added it Sep 01, See also my Surface links. Sean McAfee rated it it was ok Mar 13, M is currently reading it May 16, Avinash K rated it really liked it Feb 24, Undergraduatw This is a second course in Algebraic Geometry, and it assumes background knowledge at the level of the undergraduate course MA4A5 Algebraic Geometry or the material of [UAG] or the first two chapters of Shafarevich, Basic algebraic geometry.

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Undergraduate Commutative Algebra

undergrraduate Saverio added it Mar 29, Zvr added it May 17, Sarah added it Sep 15, Irene marked it as to-read Sep 05, R N is currently reading it May 30, Thanks for telling us about the problem. Andrew rated it really liked it Mar 12, Jesus added it May 08, Ahmad rated it it was amazing Jan 14, No trivia or quizzes yet. Nitin CR undergraduaet it Dec 13,