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Section 111.62 (0FWJ): Commutative Algebra, Final Exam, Fall 2019—The Stacks project

stacks.math.columbia.edu · 692 words · saved by 1 readers

an open source textbook and reference work on algebraic geometry

Section 111.62 (0FWJ): Commutative Algebra, Final Exam, Fall 2019-The Stacks project 111.62 Commutative Algebra, Final Exam, Fall 2019 These were the questions in the final exam of a course on commutative algebra, in the Fall of 2019 at Columbia University. Exercise 111.62.1 (Definitions) . Provide brief definitions of the italicized concepts. a constructible subset of a Noetherian topological space, the localization of an $R$-module $M$ at a prime $\mathfrak p$, the length of a module over a Noetherian local ring $(A, \mathfrak m, \kappa )$, a projective module over a ring $R$, and a Cohen-Ma

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