Lectures
You can download the lectures here. We will try to upload the annotated slides when needed.
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(MT-00) Introduction and logistics
tl;dr: Logistics of this course (Description, Objectives, Contents, Evaluation, TAs, etc)
[slides]
Suggested Readings:
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(MT-01) System of Linear Equations (Row and Column Pictures)
tl;dr: Two different ways to interpret the same system of linear equations: Row and Column perspectives
[slides] [annotated_slides]
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(MT-02) Gaussian Elimination
tl;dr: Intuitive approach to solve a system of linear equations.
[slides] [Annotated-slides]
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(MT-03) Triangular Factorization
tl;dr: Factoring the coefficient matrix into a lower and an upper triangular matrix.
[slides] [Annotated-slides]
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(MT-03) Transpose of a Matrix
tl;dr: Turning rows of a matrix into columns.
[Notes]
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(MT-06) Vector Spaces and Subspaces
tl;dr: Worlds in which the linear combinations live.
[Slides]
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(MT-07) Column Space and Null Space
tl;dr: Possible outputs of A and inputs that kill A.
[Slides] [Annotated-slides]
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(MT-08) Complete solution to Ax=b
tl;dr: Every solution to Ax=b.
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