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gibson:teaching:fall-2016:math753:exam1topics [2016/10/10 09:23] gibson [Solving nonlinear equations] |
gibson:teaching:fall-2016:math753:exam1topics [2016/10/10 09:27] (current) gibson [Solving systems of equations] |
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* how the inner product and 2-norm of both vectors and matrices are preserved under orthogonal transformation | * how the inner product and 2-norm of both vectors and matrices are preserved under orthogonal transformation | ||
+ | About formulae: Rather than memorizing them, focus on understanding their meaning and being able | ||
+ | to derive them or the first few instances of a general formula. You should be able to write | ||
+ | pseudocode or Julia code (again, not necessarily perfect syntax) to implement a given formula. | ||
- | ==== Solving systems of linear equations ==== | ||