FGSL
Fortran interface for the GNU scientific library
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Related Pages
Here is a list of all related documentation pages:
oIntroduction
oComments on vectors and matricesPlease go to api/array.finc for the API documentation. Since array processing is one of the strengths of Fortran, FGSL focuses on leveraging Fortran-style array processing for those GSL routines which require arguments of type fgsl_vector* or fgsl_matrix*
oComments on basis splinesPlease go to api/bspline.finc for the API documentation
oComments on chebyshev approximationPlease go to api/chebyshev.finc for the API documentation
oComments on complex numbersPlease go to api/complex.finc for the API documentation
oComments on numerical derivativesPlease go to api/deriv.finc for the API documentation
oComments on Hankel transformsPlease go to api/dht.finc for the API documentation
oComments on eigensystemsPlease go to api/eigen.finc for the API documentation
oComments on error handlingPlease go to api/error.finc for the API documentation
oComments on fast Fourier transformsPlease go to api/fft.finc for the API documentation
oComments on fitting of functionsPlease go to api/fit.finc for the API documentation
oComments on histogramsPlease go to api/histogram.finc for the API documentation
oComments on IEEE supportPlease go to api/ieee.finc for the API documentation. interaction between the Fortran run time settings and C may lead to unreliable behaviour; for example, setting of IEEE rounding apparently does not always work correctly. Within Fortran, usage of the facilities defined in the intrinsic IEEE modules is the reliable and therefore appropriate method
oComments on numerical integration routinesPlease go to api/integration.finc for the API documentation
oComments on interpolation routinesPlease go to api/interp.finc for the API documentation
oComments on auxiliary I/O routinesPlease go to api/io.finc for the API documentation
oComments on linear algebra routinesPlease go to api/linalg.finc for the API documentation. Since GSL follows the C convention for ordering of elements, all matrices must be set up and read out transposed
oComments on elementary mathematical functionsPlease go to api/math.finc for the API documentation. Note that many of the elementary functions are also available as Fortran intrinsics. The file also contains constructors for function objects
oComments on minimization routinesPlease go to api/min.finc for the API documentation
oComments on miscellaneous support routinesPlease go to api/misc.finc for the API documentation
oComments on monte carlo routinesPlease go to api/montecarlo.finc for the API documentation. Note: in GSL 1.13, accessors were also added to GSL. They're slightly different named and have a differing interface from fgsl_monte_*_?etparams routines already existing in FGSL. To preserve backward compatibility, the FGSL accessors are retained
oComments on nonlinear least squares fittingPlease go to api/multifit.finc for the API documentation
oComments on multidimensional minimizationPlease go to api/multimin.finc for the API documentation
oComments on multidimensional root findingPlease go to api/multiroots.finc for the API documentation
oComments on ntuplesPlease go to api/ntuple.finc for the API documentation
oComments on ordinary differential equationsPlease go to api/ode.finc for the API documentation. Note that the new odeiv2 calls should be used for new code. The legacy odeiv calls are retained for binary compatibility
oComments on permutations, combinations and multisetsPlease go to api/permutation.finc for the API documentation
oComments on polynomialsPlease go to api/poly.finc for the API documentation
oComments on random numbersPlease go to api/rng.finc for the API documentation
oComments on root findingPlease go to api/roots.finc for the API documentation
oComments on simulated annealingPlease go to api/siman.finc for the API documentation
oComments on sortingPlease go to api/sort.finc for the API documentation
oComments on special functionsPlease go to api/specfunc.finc for the API documentation
oComments on statistical functionsPlease go to api/statistics.finc for the API documentation
oComments on series accelerationPlease go to api/levin.finc for the API documentation
\Comments on wavelet transformsPlease go to api/wavelet.finc for the API documentation