Course Evaluation Customization Form

Viewing: MATH 210A, section 01


Term: 1192 - 1192
Instructor: Landesman, Taylor

Learning Goals

Learn to work with symmetric, alternating and hermitian forms.
How well did you achieve this learning goal in this course?


Learn the basics of commutative algebra: including ideals, localization, polynomials, factorization and the noetherian property.
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Appreciate the power of abstraction: learn to think in terms of universal properties and use techniques of homological algebra.
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Learn to work with tensor products, exterior powers and determinants; and to make use of the Cayley-Hamilton theorem.
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Learn to employ the structure theorem for modules over a PID to solve problems in linear algebra.
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Course Elements

How useful to you were the lectures?


How useful to you were the problem sets?


How useful to you was the syllabus?


How useful to you was the textbook Basic Algebra?


Additional Questions


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Key: 22344
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