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! K) t; E! s2 D• introduction to Matlab,
9 f3 h5 s) d" U6 c a9 D• linear equations,* z+ ^, ^ ?: J. |- q. G- f% e
• interpolation,
, M, G& S5 J4 a5 O• zero and roots,0 i4 S1 {6 k7 a) f& W' x
• least squares,! ~2 Z5 Y! h+ R- _# T v: y
• quadrature," _6 W; k% t0 L6 w+ B. d
• ordinary difffferential equations,
0 {. Q) z, |* f; c• random numbers,& a, J* F8 X; ]0 }$ C, `, z$ I0 G
• Fourier analysis,
/ t. k4 K1 T% z; X0 S) B. Q1 L# n• eigenvalues and singular values,$ X9 e7 v. O$ _' R
• partial difffferential equations.
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1 u6 r0 h6 r; s9 Y+ g) C! n( p# e. l
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0 Z) T( C) j% W: C
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