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Marco Vianello: selected software packages
DISCLAIMER: These programs are free software; you can use, redistribute
and/or modify them under the terms of the GNU/General Public License
as published by the Free Software Foundation; either version 2 of the
License,
or (at your opinion) any later version

CaTchDes (Matlab codes for 2D/3D CaratheodoryTchakaloff NearOptimal
Regression Designs  v1.0  from SoftwareX on GitHub)
see also the corresponding
Compute Capsule in Code Ocean
by L. Bos and M. Vianello

CQMC (a Matlab code for lowdimensional Compressed
QuasiMonteCarlo cubature  v0.1)
 fast computation of compressed QuasiMonteCarlo cubature
on complex 2D and 3D shapes
by G. Elefante, A. Sommariva and M. Vianello

dCATCH (numerical package  presently in Matlab  for
dvariate discrete measure compression, nearoptimal design
and polynomial fitting  v1.1)
 computes dvariate
compressed near Goptimal regression designs on discrete sets
 works in lowmoderate dimension at moderatelow regression degrees
by M. Dessole, F. Marcuzzi, A. Sommariva and M. Vianello

DISC (a Matlab Differentiator by
local polynomial Interpolation on SCattered data  v0.1)
 computes partial derivatives of bivariate functions by
scattered data
by F. Dell'Accio, F. Di Tommaso, N. Siar and M. Vianello
 Padua2DM
(a Matlab/Octave package for interpolation and cubature at the Padua
points); available also in the Netlib
by M. Caliari, S. De Marchi, A. Sommariva and M.
Vianello (see paper)  Numer. Algorithms 56
(2011)
note: interpolation at the Padua points has been inserted in the
Chebfun package
see
Padua points in Chebfun2 by N. Hale and A. Townsend, July 2014

SUBP (Matlab package for subperiodic trigonometric
quadrature
and multivariate applications  v2.0)
by A. Sommariva and M. Vianello
note: contains codes for product Gaussian quadrature
on circular and spherical sections

WAM (Matlab
package for multivariate polynomial fitting and
interpolation
on Weakly Admissible Meshes  v2.0)
by S. De Marchi, F. Piazzon, A. Sommariva and M. Vianello
note: the algorithms to compute Discrete Extremal Sets of Fekete and
Leja type are here
 see also the
software page of the CAA
Research Group