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发表于 2010-1-21 10:03:19
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>> help specmat
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Specialized matrices.
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compan - Companion matrix." B8 _9 A. U/ F9 B# O
gallery - Several small test matrices.. v& Q* i* Q* S' C
hadamard - Hadamard matrix.
- E" U b6 W8 g, R. J8 Q: g hankel - Hankel matrix.5 [( i' M- I$ n* N0 H3 J7 |; D3 L
hilb - Hilbert matrix.3 J) [( \8 g% A2 h) }
invhilb - Inverse Hilbert matrix.
$ A; y: X2 ~' ~ J4 Y kron - Kronecker tensor product. @4 {' E8 v- F$ r, Y9 q+ ]
magic - Magic square.
% l1 I: T: ?5 b# K3 u0 X* s pascal - Pascal matrix.
! g7 I6 i; a) z ? F! B, P rosser - Classic symmetric eigenvalue test problem.6 ^: p/ N8 X" M
toeplitz - Toeplitz matrix.
) J) x5 n* W& x; Z vander - Vandermonde matrix.
# c6 E: k w% C% n' Z$ a' ?4 i+ S wilkinson - Wilkinson's eigenvalue test matrix.
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>> help elfun# g: U/ s. B: i' `
+ {) P; c; E2 u" S' H Elementary math functions.$ [4 [$ J9 W/ \+ z8 u: C
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Trigonometric.
! B3 a2 B% N; k0 D. D" F sin - Sine., |: J% k' V+ g3 s
sinh - Hyperbolic sine.
- H, M2 X$ V* U$ H3 [4 h asin - Inverse sine.
+ h8 ]- `; e7 o1 g8 k. @8 | asinh - Inverse hyperbolic sine.# _4 n$ V/ `0 T+ d3 x% Q/ k
cos - Cosine.: ^. V7 |2 r% I1 T3 Y
cosh - Hyperbolic cosine., F9 ? T* z) N% V
acos - Inverse cosine.5 ~% E: ^( N& b' |% o# y8 x/ x
acosh - Inverse hyperbolic cosine.
R& B# [, j# p4 _$ S tan - Tangent.# p+ R" r4 D: ~$ z
tanh - Hyperbolic tangent.
1 u# I ]9 |# R! i* U: w atan - Inverse tangent.0 F1 R$ V0 W- v' F( t, h
atan2 - Four quadrant inverse tangent.
+ e* y: x I2 ^' M9 v+ C+ k% X atanh - Inverse hyperbolic tangent.8 n/ ^6 N, c- M' H
sec - Secant.
" n6 p& B0 C; n @- d" G9 e sech - Hyperbolic secant.
/ |$ k/ r# F: i Z+ R asec - Inverse secant.8 v e' G' \5 X0 E9 M! F
asech - Inverse hyperbolic secant.; Z! ]8 U" s/ Y% M' m, b
csc - Cosecant.
. s/ @, l# b, `& d9 _ o7 E csch - Hyperbolic cosecant.1 `4 U) m+ v+ J1 H/ M. F- j; f
acsc - Inverse cosecant.4 s! h/ L$ |( Q- p
acsch - Inverse hyperbolic cosecant.
8 M) U7 A: h, }* |& P% Z cot - Cotangent.: o" U. K% _9 }1 o' I, g
coth - Hyperbolic cotangent.4 K# t% i `& L- L3 K2 h$ c
acot - Inverse cotangent.* r3 _* z. |- n2 n/ v
acoth - Inverse hyperbolic cotangent.
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2 S, B, F0 }1 d. o# G0 t8 _ Exponential.( j: F$ C9 t9 n" a7 [. S
exp - Exponential.: i' j% O- e; P5 \6 a0 x, z
log - Natural logarithm.
/ { h) F7 O& L% l) C# O+ _/ T log10 - Common logarithm.0 Z0 ?) \9 E+ E b& I
sqrt - Square root.* n0 T+ ]4 H( d( A
j6 m5 o/ W8 X! C1 M. V Complex.
3 ~- Z1 y/ K0 O! u abs - Absolute value.
9 z& f9 Z& W5 P7 u* C0 V! Z angle - Phase angle.
4 V9 c/ Q8 w$ Y- l" k- \/ R conj - Complex conjugate.! |% R# c& V, J7 e( ?
imag - Complex imaginary part.- ]; u, N( ?" b- `% \ ~# w
real - Complex real part.
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% N" H- J4 k- j# ` Numeric." Q( O0 { S5 K u/ l* i+ P# H5 g
fix - Round towards zero.
7 X0 [0 Q, i) c2 k) K$ J) D floor - Round towards minus infinity.- a* j6 r* N( x p- h
ceil - Round towards plus infinity./ @2 A% ]4 V- t5 b
round - Round towards nearest integer.' x; z2 X$ Z( z
rem - Remainder after division.4 g3 q1 d7 v5 _& v
sign - Signum function.
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' {8 C9 C Q, a" r7 N>> help specfun |
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