This course does not require too much background and I will review them whenever necessary.
However there are a few important topics which are absolutely indispensable but require too much time.
I will assume that all students in this course are familiar them. The list of topics are:
1. Open and closed subsets of the 2 and 3 dimensional planes.
2. Continuous multi-variable functions.
3. Partial differentiations and chain rules.
4. Orthogonal diagonalization of symmetric matrices.
5. Inner product spaces.
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