Prerequisites. An undergraduate course in linear algebra and some experience with proofs.
Text. Linear Algebra by Charles Curtis.
Objectives and coverage. The objective of the course is to provide a firm theoretical foundation in linear algebra that will enable the students to continue studies in mathematics or science.
The course covers Chapters 1-8 of the text. Topics include vector spaces, linear transformations, determinants, eigenvalues, canonical forms, dual and quotient spaces, multilinear forms, inner products.
Exams. There will be an in-class midterm exam and a final exam. The final will be cumulative, but the material covered after the midterm will be emphasized.
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Midterm Exam: Final Exam: |
Wednesday, March 3. Monday, May 3, 6-8 p.m. |
Homework. A homework assignment will be given each Wednesday,
it will be due the following Wednesday.
No late homework will be accepted.
Final grade computation. Your final score will be calculated as follows:
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Homework: Midterm Exam: Final exam: |
50% 20% 30% |
Your letter grade will be determined according to the following scale:
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A: B: C: D: F: |
at least 89% at least 75% at least 60% at least 50% below 50% |