#Complex

C
_@_convert
C
p
?
_@_operator
C
p
?
ACosReal
M
Complex
(X)f
ACoshReal
M
Complex
(X)f
ACscReal
M
Complex
(X)f
ASecReal
M
Complex
(X)f
ASinReal
M
Complex
(X)f
ATanhReal
M
Complex
(X)f
Polar
M
Complex
[(Abs)f(Arg)f]
SqrtReal
M
Complex
(X)f
_call
M
Complex
[(Real)f(Imag)f]
ACos
m
Complex

ACosh
m
Complex

ACot
m
Complex

ACoth
m
Complex

ACsc
m
Complex

ACsch
m
Complex

ASec
m
Complex

ASech
m
Complex

ASin
m
Complex

ASinh
m
Complex

ATan
m
Complex

ATanh
m
Complex

Abs
m
f

Abs2
m
f

Arg
m
f

Conj
m
Complex

Copy
m
Complex

Cos
m
Complex

Cosh
m
Complex

Cot
m
Complex

Coth
m
Complex

Csc
m
Complex

Csch
m
Complex

Exp
m
Complex

Inv
m
Complex

Log
m
Complex

Log10
m
Complex

LogAbs
m
f

LogB
m
Complex
(X)Complex
Sec
m
Complex

Sech
m
Complex

Sin
m
Complex

Sinh
m
Complex

Sqrt
m
Complex

Tan
m
Complex

Tanh
m
Complex

ToString
m
s
[(Local)b]
_new
m

[(Real)f(Imag)f]
Handle
p
p

Imag
p
f

Real
p
f

#GSL


E
C
f
2.71828182845905
EULER
C
f
0.577215664901533
INV2_PI
C
f
0.636619772367581
INV2_SQRTPI
C
f
1.12837916709551
INV_PI
C
f
0.318309886183791
LN10
C
f
2.30258509299405
LN2
C
f
0.693147180559945
LNPI
C
f
1.1447298858494
LOG10E
C
f
0.434294481903252
LOG2E
C
f
1.44269504088896
PI
C
f
3.14159265358979
PI_2
C
f
1.5707963267949
PI_4
C
f
0.785398163397448
SQRT1_2
C
f
0.707106781186548
SQRT2
C
f
1.4142135623731
SQRT3
C
f
1.73205080756888
SQRTPI
C
f
1.77245385090552
Acosh
M
f
(X)f
Asinh
M
f
(X)f
Atanh
M
f
(X)f
Expm1
M
f
(X)f
Fcmp
M
i
(X)f(Y)f(E)f
Frexp
M
Float[]
(X)f
Hypot
M
f
(X)f(Y)f
Hypot3
M
f
(X)f(Y)f(Z)f
IsFinite
M
b
(X)f
IsInf
M
i
(X)f
IsNan
M
b
(X)f
Ldexp
M
f
(X)f(E)i
Log1p
M
f
(X)f
#Matrix

C
_@_convert
C
p
?
_@_operator
C
p
?
Identity
M
Matrix
[(Width)i(Height)i(Complex)b]
Column
m
Vector
(Column)i
Conj
m
Matrix

Copy
m
Matrix

Det
m
v

Inv
m
Matrix

Row
m
Vector
(Row)i
SetColumn
m

(Column)i(Vector)Vector;
SetRow
m

(Row)i(Vector)Vector;
ToString
m
s
[(Local)b]
Trans
m
Matrix

_call
m
Vector
(Vector)Vector
_free
m


_get
m
v
(I)i(J)i
_new
m

[(Width)i(Height)i(Complex)b]
_put
m

(Value)v(I)i(J)i
Handle
r
p

Height
r
i

Width
r
i

#Polynomial

C
_@_convert
C
p
?
_@_operator
C
p
?
Eval
m
v
(X)v
Solve
m
Array
[(Complex)b]
ToString
m
s
[(Local)b]
_call
m
v
(X)v
_free
m


_get
m
v
(Index)i
_new
m

[(Size)i(Complex)b]
_put
m

(Value)v(Index)i
Count
r
i

Degree
r
i

#Vector

C
_@_convert
C
p
?
_@_operator
C
p
?
ConjDot
m
v
(Vector)Vector
Copy
m
Vector

Dot
m
v
(Vector)Vector
Norm
m
f

ToString
m
s
[(Local)b]
_free
m


_get
m
v
(Index)i
_new
m

[(Size)i(Complex)b]
_put
m

(Value)v(Index)i
Count
r
i

Handle
r
p

