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8 k4 Z7 U: A+ Z. S• introduction to Matlab,  
) G1 q) n# F5 z0 y  H# C+ d• linear equations, 
; p: p; W+ {7 N) L/ H• interpolation,+ M9 H' w7 F# u7 ?# I1 w 
• zero and roots, 
) n4 r/ f2 [6 x8 C. ?• least squares, 
# N1 y; u2 f" F: @- l/ |• quadrature, 
9 @- B4 H. ]' ]1 s  M• ordinary difffferential equations, 
3 ^; e8 T! e( V6 x4 }• random numbers,/ _/ {( l. V+ U+ O5 J8 z1 Q) ~! e 
• Fourier analysis,# H. J$ S. A8 h, j 
• eigenvalues and singular values, 
7 h8 {. G! l% Y0 M2 V• partial difffferential equations.  
- O+ t+ l; a- B: L+ \1 }' {4 P% m1 c3 e$ u. H, D5 j 
0 w; I) d" w5 f, y 
 
( E# W5 R# X( T4 c/ V! |: q. U+ e0 f 
: \6 I# T" d8 z) S# j" r/ ?4 B) i9 S% h 
: b4 u% r, a5 G8 t& x 
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