UTSA logo Linear Algebra and Matrix Theory
MAT 5283
Summer, 2008
Instructor: J. Iovino
   

Prerequisites

MAT 2233 or an equivalent.

Content

The theory of vector spaces over fields and linear transformations. Canonical forms.

Textbook

Charles W. Curtis, Linear algebra: an introductory approach, Undergraduate Texts in Mathematics, Fourth edition, Springer-Verlag, New York, 1999.

Additional references

Kenneth Hoffman and Ray Kunze, Linear Algebra, second edition, Prentice Hall, 1971.

Paul Halmos, Finite-Dimensional Vector Spaces, second edition, Springer-Verlag, 1974.

Evaluation

There will be five problem sets. Each problem set will be worth 20% of the grade.

You should be prepared to sustentate your solutions orally.

Material covered

6/2: Introduction. Section 2.
6/3: Section 3.
6/4: Section 4.
6/5: Section 4.
6/6: Section 5.
6/9: Section 5.
6/10: Section (up to 7.4). Section 11.
6/11: Section 11.
6/12: Section 11.
6/16: Sections 12 and 13.
6/17: Section 13.
6/18: Section 15.
6/19: Section 15.
6/20: Section 15.
6/23: Section 16.
6/24: Section 17.
6/25: Section 18.
6/26: Section 19.
6/27: Section 19.
6/30: Linear systems, I.
7/1: Linear systems, II.
Exercises (Due 6/9).
Exercises (Due 6/16).
Exercises (Due 6/23).
Exercises (Due 6/30).

How to contact the instructor

Office: SB 4.02.50

Telephone: 210-458-5531

Email: iovino at math.utsa.edu

Office hours: Monday-Thursday 4-5 pm, or by appointment.

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