Studies

192
Compulsory

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Content:
This is the first part of a three semester course on algebraic geometry. Commutative algebra is the theory of commutative rings and their modules. It formally includes affine algebraic and local analytic geometry. Topics include: ● Affine algebraic varieties ● Rings, ideals, and modules ● Noetherian rings ● Local rings and localization ● Primary decompositione ● Finite and integral extensions ● Dimension theory ● Regular rings

Prerequisites:
● Linear Algebra I+II ● Algebra and Number Theory

Detaillierte Informationen zur Vorlesung finden Sie auf folgender Webseite

Content:
This is the first part of a three semester course on algebraic geometry. Commutative algebra is the theory of commutative rings and their modules. It formally includes affine algebraic and local analytic geometry. Topics include: ● Affine algebraic varieties ● Rings, ideals, and modules ● Noetherian rings ● Local rings and localization ● Primary decompositione ● Finite and integral extensions ● Dimension theory ● Regular rings

Prerequisites:
● Linear Algebra I+II ● Algebra and Number Theory

Detailed Information can be found on the following Webpage

Cross-language

192 025
Compulsory

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AncillaryCourses

Übung zu Algebra I (Kommutative Algebra)

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