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( V" G+ \: T; \/ P! e2 |2 \• introduction to Matlab,
; R g! \+ Z4 M# N" O% ~1 t• linear equations,
& x/ g* w- i3 L9 z/ N1 g. \5 Y• interpolation,$ O5 L+ w2 z1 Q& A* K O7 u
• zero and roots,
7 r& m \# ?$ A5 c• least squares,5 G7 @4 N4 @4 C. T+ J4 ^
• quadrature,
. ], X7 x3 I7 Z3 U: ]: S" I• ordinary difffferential equations,/ G0 M" l& y |; g5 x* n9 o. W# d# n6 z
• random numbers,
9 \( B# m5 X7 E5 C) _# N' d• Fourier analysis,3 p6 h' \! R1 u' a1 _* p W. g
• eigenvalues and singular values,8 F6 v5 U# t: B A$ I
• partial difffferential equations.
$ g& Q2 E6 W& _: a5 v* [+ S4 I8 q- K v
J5 a' j5 j [9 q) E' Y" z. d; ^! r
6 @; _' ]6 \$ U) E% [- @# u% [- @& O c/ g" B. J5 X/ M* ^
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