MATH 215A

Commutative Algebra

Description: Prerequisite: course 210A or consent of instructor. Topics from commutative ring theory, including techniques of localization, prime ideal structure in commutative Noetherian rings, principal ideal theorem, Dedekind rings, modules, projective modules, Serre conjecture, regular local rings.

Units: 4.0
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Nivedita Bhaskhar

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James Cameron

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Jeffrey Manning

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Alexander Merkurjev

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Romyar Sharifi

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Burt Totaro

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Chengxi Wang

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