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发表于 2010-1-21 10:04:06
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>> help specmat: \" y) W0 G2 X- z" N1 m
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Specialized matrices.( O; s* R8 b% v+ z! K+ w' k' Q
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compan - Companion matrix.1 O3 T. ]' L; h i8 _7 \" v
gallery - Several small test matrices.
. P% J" g, x& R1 }! Y7 ?# r hadamard - Hadamard matrix.
7 r* j" T( O5 ^# y5 U% q% v hankel - Hankel matrix.
/ I8 O; U2 l, m! V2 { u" G% b hilb - Hilbert matrix.
% j7 T9 ]8 S+ j" L invhilb - Inverse Hilbert matrix.
( A$ `2 |, { N/ o% X, h$ u kron - Kronecker tensor product.
9 u+ G# u9 I8 i/ d2 b- J' Z magic - Magic square.
; K3 l, \4 g9 p2 ]9 _* @ pascal - Pascal matrix." n, S& s* B) b6 F; z
rosser - Classic symmetric eigenvalue test problem.
: D f4 z* F* R( _ toeplitz - Toeplitz matrix.
. B" U7 ]0 T r$ ^; d3 w! f vander - Vandermonde matrix.
, R+ X7 i. `5 y wilkinson - Wilkinson's eigenvalue test matrix./ Y+ S9 U' [* n3 [- Z9 Y- a
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>> help elfun
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3 A3 v; D& @- X, e/ ^2 k( S Elementary math functions.- H7 t- D4 G0 x+ G
" b6 c- G) @' T3 r Trigonometric.: v) O8 l3 j; x, p8 Q
sin - Sine., s- G) V8 e: a5 X9 w4 G
sinh - Hyperbolic sine." X, p" b" O+ l$ f' k/ _
asin - Inverse sine.' J' x4 ~% O* L/ b& t
asinh - Inverse hyperbolic sine.
& _$ R5 p, {* h5 {1 O z cos - Cosine.. c3 p( [$ c. n9 _) v8 `: D" K; J9 e
cosh - Hyperbolic cosine.
+ `: v5 \4 @5 }6 p acos - Inverse cosine.
; F0 J+ O4 s+ h+ K/ }. h acosh - Inverse hyperbolic cosine.
; O2 k% b' @2 t" f: E# c+ \ tan - Tangent.. U$ h: J" L; P
tanh - Hyperbolic tangent.
$ I) @ l3 c0 M$ f( k* B- N& A1 s atan - Inverse tangent.7 O# R, b& p6 l0 w! i
atan2 - Four quadrant inverse tangent.# x& C& k- X" a/ N8 N# c4 T
atanh - Inverse hyperbolic tangent.& P. \: U6 T- R. `
sec - Secant.( a" c4 Q% ?4 J! M# y
sech - Hyperbolic secant.
% t! }/ E N9 M; W/ n7 T0 v8 h Y asec - Inverse secant.
Q& H- I1 b0 y# r asech - Inverse hyperbolic secant.
! K* U4 d, X2 @' e# B! \+ } csc - Cosecant.7 M: x3 h# Z4 p5 k+ B! B8 t l3 ?
csch - Hyperbolic cosecant.
; Q2 ~, c5 O8 b2 a7 F acsc - Inverse cosecant.6 g6 N5 u |. p" B) H1 w* }& H
acsch - Inverse hyperbolic cosecant.
* a6 N& t! b- ~* i* h/ a- r" m cot - Cotangent.1 U( ^! I- J) v0 X6 e5 A3 u
coth - Hyperbolic cotangent.& b" o$ S8 `/ W# L8 Q
acot - Inverse cotangent./ n! c1 ^! X ?) K/ N
acoth - Inverse hyperbolic cotangent.
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$ d; n- j$ M! r( { Exponential.. p! W& S$ P* e9 m2 s* K9 t/ N, \
exp - Exponential.
0 m/ ` O8 r8 b3 J' ^$ F: l5 G log - Natural logarithm.
$ H8 B: ]% x& C. N5 o) t log10 - Common logarithm.3 P: z4 G/ c- L3 a+ Z" p
sqrt - Square root.0 E; K: i0 h, |! `9 K; g' L
$ |- Z! L1 }. }! d9 H1 @0 Q( F" E$ t Complex.
* C8 o3 @) ?6 b% e) k abs - Absolute value.
: b1 T5 r& E8 n9 D angle - Phase angle.
. Q% I4 h) ~3 t- r6 w% B conj - Complex conjugate.9 a& P+ V* r: G
imag - Complex imaginary part.
p) D: q7 E9 s' J real - Complex real part., S0 g& }3 E9 C0 U. Q0 S3 D( g+ b
: {& x7 q2 I1 Z' y Numeric.
0 X! W" {$ z: ?, G; K( W7 n fix - Round towards zero.
% n+ @' ^. u* ]3 E floor - Round towards minus infinity.
3 g/ |- n3 v& q* r7 i2 V$ Q+ s ceil - Round towards plus infinity.
# _3 ?! @/ v9 Y/ z. Q round - Round towards nearest integer.
/ C% h/ I6 ^" S5 u$ x+ r rem - Remainder after division.: w8 V+ S- N8 z5 b7 |# W8 ]- o
sign - Signum function.8 ^9 K0 w4 L, ]- l
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' k3 ~5 [: f" D$ I- o>> help specfun |
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