Index of modules

B
Blas [Gsl]
Blas_flat [Gsl]
Blas_gen [Gsl]
Bracket [Gsl_root]
Bspline [Gsl]
C
CGS [Gsl_const]
CGSM [Gsl_const]
Cdf [Gsl]
Cheb [Gsl]
Combi [Gsl]
Complex [Gsl_fft]
Complex [Gsl_blas_gen]
Complex [Gsl_blas_flat]
Complex [Gsl_blas]
Complex_Single [Gsl_blas]
Const [Gsl]
D
Deriv [Gsl_multiroot]
Deriv [Gsl_multimin]
Deriv [Gsl]
E
Eigen [Gsl]
Error [Gsl]
F
Fft [Gsl]
Fit [Gsl]
Fun [Gsl]
G
Gsl
Gsl_blas

BLAS support

Gsl_blas_flat
Gsl_blas_gen
Gsl_bspline

Basis Splines

Gsl_cdf

Cumulative distribution functions

Gsl_cheb

Chebyshev Approximations

Gsl_combi
Gsl_complex

Complex arithmetic and simple functions

Gsl_complex [Gsl]
Gsl_const

Values of physical constants

Gsl_deriv

Numerical Differentiation

Gsl_eigen

Eigensystems

Gsl_error

Error reporting

Gsl_fft

Fast Fourier Transforms

Gsl_fit

Least-Squares Fitting

Gsl_fun

Callbacks and types for error estimates

Gsl_histo

Histograms

Gsl_ieee

IEEE floating-point arithmetic

Gsl_integration

Numerical Integration

Gsl_interp

Interpolation

Gsl_linalg

Simple linear algebra operations

Gsl_math

Mathematical constants and some simple functions

Gsl_matrix

Matrices of floats implemented with Bigarray

Gsl_matrix_complex

Matrices of complex numbers implemented with Bigarray

Gsl_matrix_complex_flat

Matrices of complex number simplemented with float array

Gsl_matrix_flat

Matrices of floats implemented with float array

Gsl_min

One dimensional Minimization

Gsl_misc
Gsl_monte

Gsl_monte Carlo Integration

Gsl_multifit

Multi-parameter Least-Squares Fitting

Gsl_multifit_nlin

Nonlinear Least-Squares Fitting

Gsl_multimin

Multidimensional Minimization

Gsl_multiroot

Multidimensional Root-Finding

Gsl_odeiv

Ordinary Differential Equations

Gsl_permut

Permutations

Gsl_poly

Polynomials

Gsl_qrng

Quasi-Random Sequences

Gsl_randist

Random Number Distributions

Gsl_rng

Random Number Generation

Gsl_root

One dimensional Root-Finding

Gsl_sf

Special functions

Gsl_siman

Simulated Annealing

Gsl_sort

Sorting

Gsl_sort [Gsl]
Gsl_stats

Statistics

Gsl_sum

Series Acceleration

Gsl_vectmat

Generic variant types for vectors and matrices

Gsl_vector

Vector of floats implemented with Bigarray

Gsl_vector_complex

Vector of complex numbers implemented with a Bigarray

Gsl_vector_complex_flat

Vector of complex numbers implemented with a float array

Gsl_vector_flat

Vector of floats implemented with a float array

Gsl_version
Gsl_wavelet

Wavelet Transforms

H
Halfcomplex [Gsl_fft]
Histo [Gsl]
I
Ieee [Gsl]
Integration [Gsl]
Interp [Gsl]
L
Linalg [Gsl]
M
MKS [Gsl_const]
MKSA [Gsl_const]
Math [Gsl]
Matrix [Gsl]
Matrix_complex [Gsl]
Matrix_complex_flat [Gsl]
Matrix_flat [Gsl]
Min [Gsl]
Misc [Gsl]
Monte [Gsl]
Multifit [Gsl]
Multifit_nlin [Gsl]
Multimin [Gsl]
Multiroot [Gsl]
N
NUM [Gsl_const]
NoDeriv [Gsl_multiroot]
NoDeriv [Gsl_multimin]
O
Odeiv [Gsl]
P
Permut [Gsl]
Polish [Gsl_root]
Poly [Gsl]
Q
Qrng [Gsl]
R
Randist [Gsl]
Real [Gsl_fft]
Rng [Gsl]
Root [Gsl]
S
Sf [Gsl]
Siman [Gsl]
Single [Gsl_vector_complex]
Single [Gsl_vector]
Single [Gsl_matrix_complex]
Single [Gsl_matrix]
Single [Gsl_blas]
Stats [Gsl]
Sum [Gsl]
T
Trunc [Gsl_sum]
V
Vectmat [Gsl]
Vector [Gsl]
Vector_complex [Gsl]
Vector_complex_flat [Gsl]
Vector_flat [Gsl]
Version [Gsl]
W
Wavelet [Gsl]