/sysutils/tracker-client/

ed> 3c2b70751303a14c8fe801a4b66ecc0c57a9c6af PR: 225290 Submitted by: Naram Qashat (maintainer) 
PR:		225290
Submitted by:	Naram Qashat (maintainer)
math/nfft: update 3.3.2 -> 3.4.0 2017-12-08T06:34:39+00:00 pi pi@FreeBSD.org 2017-12-08T06:34:39+00:00 1828b83581b9f9725a8d8a5f940cfbf67cc00529 PR: 224163 Relnotes: https://github.com/NFFT/nfft/releases Submitted by: Michael Danilov <mike.d.ft402@gmail.com> (maintainer) 
PR:		224163
Relnotes:	https://github.com/NFFT/nfft/releases
Submitted by:	Michael Danilov <mike.d.ft402@gmail.com> (maintainer)
Add new port math/nfft 2017-12-03T23:12:34+00:00 rodrigo rodrigo@FreeBSD.org 2017-12-03T23:12:34+00:00 0d61e31c53d2315500fa87ed4d58d5aff8f6fb12 NFFT is a software library, written in C, for computing non-equispaced fast Fourier transforms and related variations. It implements the following transforms: 1. Non-equispaced fast Fourier transform (NFFT) - forward transform (NFFT), i.e. frequency to time/space domain - adjoint transform (adjoint NFFT), i.e. time/space to frequency domain 2. Generalisations - to arbitrary nodes in time and frequency domain (NNFFT) - to real-valued data, i.e. (co)sine transforms, (NFCT, NFST) - to the sphere S^2 (NFSFT) - to the rotation group (NFSOFT) - to the hyperbolic cross (NSFFT) 3. Generalised inverse transformations based on iterative methods, e.g. CGNR/CGNE PR: 223429 Submitted by: Michael Danilov <mike.d.ft402@gmail.com> 
NFFT is a software library, written in C, for computing non-equispaced fast
Fourier transforms and related variations. It implements the following
transforms:

1. Non-equispaced fast Fourier transform (NFFT)
 - forward transform (NFFT), i.e. frequency to time/space domain
 - adjoint transform (adjoint NFFT), i.e. time/space to frequency domain

2. Generalisations
 - to arbitrary nodes in time and frequency domain (NNFFT)
 - to real-valued data, i.e. (co)sine transforms, (NFCT, NFST)
 - to the sphere S^2 (NFSFT)
 - to the rotation group (NFSOFT)
 - to the hyperbolic cross (NSFFT)
3. Generalised inverse transformations based on iterative methods, e.g.
   CGNR/CGNE

PR:		223429
Submitted by:	Michael Danilov <mike.d.ft402@gmail.com>