SUSE Package Hub 15 one-click install
Install ghc-vector-fftw
NOTE: This one-click installation requires that the SUSE Package Hub extension to already be enabled.
See http://packagehub.suse.com/how-to-use/ for information on enabling the Package Hub extension
If the extension is not enabled, this installation will fail while trying to enable an invalid repo.
This package might depend on packages from SUSE Linux Enterprise modules. If those modules are not enabled, a package dependency error will be encountered.
SUSE-PackageHub-15-Standard-Pool
Package Hub 15
Dummy repo - this will fail
-
ghc-vector-fftw
A binding to the fftw library for one-dimensional vectors
This package provides bindings to the fftw library for one-dimensional vectors.
It provides both high-level functions and more low-level manipulation of fftw
plans.
We provide three different modules which wrap fftw's operations:
- "Numeric.FFT.Vector.Unnormalized" contains the raw transforms;
- "Numeric.FFT.Vector.Invertible" scales the backwards transforms to be true
inverses;
- "Numeric.FFT.Vector.Unitary" additionally scales all transforms to preserve
the L2 (sum-of-squares) norm of the input.
SUSE Package Hub 15 one-click install
Install ghc-vector-fftw
NOTE: This one-click installation requires that the SUSE Package Hub extension to already be enabled.
See http://packagehub.suse.com/how-to-use/ for information on enabling the Package Hub extension
If the extension is not enabled, this installation will fail while trying to enable an invalid repo.
This package might depend on packages from SUSE Linux Enterprise modules. If those modules are not enabled, a package dependency error will be encountered.
SUSE-PackageHub-15-Standard-Pool
Package Hub 15
Dummy repo - this will fail
-
ghc-vector-fftw
A binding to the fftw library for one-dimensional vectors
This package provides bindings to the fftw library for one-dimensional vectors.
It provides both high-level functions and more low-level manipulation of fftw
plans.
We provide three different modules which wrap fftw's operations:
- "Numeric.FFT.Vector.Unnormalized" contains the raw transforms;
- "Numeric.FFT.Vector.Invertible" scales the backwards transforms to be true
inverses;
- "Numeric.FFT.Vector.Unitary" additionally scales all transforms to preserve
the L2 (sum-of-squares) norm of the input.