© | Dror Bar-Natan: Classes: 2016-17: 1617-257: 1617-257 Day 1: 1/36. All2/36. The Bare Necessities3/36. Tough Class4/36. The essence5/36. Fundamental Theorem of Calculus6/36. Maxwell7/36. Stokes' highlighted8/36. Why true? Why care?9/36. Review10/36. 01 Vector Spaces11/36. 02 Rn12/36. 03 Span13/36. 04 Independent14/36. 05 Basis15/36. 06 Dimension16/36. 07 Rn Basis17/36. 08 Subspace18/36. 09 Inner Product19/36. 10 Rn Inner Product20/36. 11 Norm21/36. 12,13 Norm properties22/36. 14 Sup Norm23/36. 15 Norm inequalities24/36. 16 Matrix Multiplication25/36. 17 Matrix Algebra26/36. 18 Identity matrix27/36. 19 Matrix sup norm28/36. 20 Linear transformations29/36. 21 LT on a basis30/36. 22 Tx=Ax31/36. 23 Ranks32/36. 24 Elementray ops33/36. 25 Ranks and Elem Ops34/36. 26 Echelon Form35/36. 27 Reduced Echelon Form36/36. 28 Transposes

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