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function [new_points] = tsgGetCandidateConstructionSurplus(lGrid, fTolerance, sRefinementType, iOut, vLimitLevels, mCorrection)
%
% [new_points] = tsgGetCandidateConstructionSurplus(
% lGrid, fTolerance, sRefinementType, iOut, vLimitLevels)
%
% returns points for asynchronous (dynamic) construction where
% the "more important" points are sorted first, the sorting is done
% using anisotropic criteria
% see getCandidateConstructionPoints() in the on-line manual
%
% This function works for Local Polynomial and Wavelet grids only
%
% INPUT:
%
% lGrid: a grid list created by tsgMakeXXX(...)
%
% fTolerance: (real non-negative number)
% refine only in neighborhood of points that satisfy
% max(point_surplus / max_value) > fTolerance
% where max(...) is taken over all outputs
% point_surplus is the hierarchical surplus
% max_value is the largest loaded value associated with each output
%
%
% sRefinementType: (string indicating the refinement type)
% 'classic' 'parents' 'direction' 'fds' 'stable'
% only for Local Polynomial and Wavelet grids
%
% iOut: (integer giving the output to be used for the refinement)
% selects which output to use for refinement, must be specified for
% Global Grids, other grid can omit this or set it to [] to indicate
% the use of all outputs
%
% vLimitLevels: (optional vector of integers of size iDim)
% limit the level in each direction, no points beyond the
% specified limit will be used, e.g., in 2D using
% localp rule, [1, 99] forces the grid to have
% at most 3 possible values in the first variable and
% ~2^99 (practicallyt infinite) number in the second
% direction.
%
% mCorrection: (optional matrix with size num_points by num_outputs or 1)
% the surpluses in the refinement procedure will be multiplied
% by the correction
% if iOut is -1, then one weight must be given per output and
% the columns must match the number of outputs
% if iOut is specified, mCorrection must have one column
%
% OUTPUT:
%
% new_points: (optional) array
% the new set of sorted needed points
%
[sFiles, sTasGrid] = tsgGetPaths();
[sFileG, sFileX, sFileV, sFileO, sFileW, sFileC, sFileL] = tsgMakeFilenames(lGrid);
sCommand = [sTasGrid,' -getconstructpnts'];
sCommand = [sCommand, ' -gridfile ', sFileG];
sCommand = [sCommand, ' -tolerance ', num2str(fTolerance,17)];
if ((exist('sRefinementType')) && (max(size(sRefinementType)) ~= 0))
sCommand = [sCommand, ' -reftype ', sRefinementType];
end
if (exist('iOut') && (max(size(iOut)) ~= 0))
sCommand = [sCommand, ' -refout ', num2str(iOut)];
end
% set level limits
if (exist('vLimitLevels') && (max(size(vLimitLevels)) ~= 0))
if (min(size(vLimitLevels)) ~= 1)
error(' vLimitLevels must be a vector, i.e., one row or one column');
end
if (max(size(vLimitLevels)) ~= lGrid.iDim)
error(' vLimitLevels must be a vector of size iDim');
end
if (size(vLimitLevels, 1) > size(vLimitLevels, 2))
tsgWriteMatrix(sFileL, vLimitLevels');
else
tsgWriteMatrix(sFileL, vLimitLevels);
end
lClean.sFileL = 1;
sCommand = [sCommand, ' -levellimitsfile ', sFileL];
end
% set correction
if (exist('mCorrection') && (max(size(mCorrection)) ~= 0))
if (min(size(mCorrection)) ~= 1)
error(' mCorrection must be a vector, i.e., one row or one column');
end
tsgWriteMatrix(sFileV, mCorrection);
lClean.sFileV = 1;
sCommand = [sCommand, ' -valsfile ', sFileV];
end
% read the points for the grid
if (nargout == 1)
sCommand = [sCommand, ' -of ',sFileO];
lClean.sFileO = 1;
end
[status, cmdout] = system(sCommand);
if (max(size(strfind(cmdout, 'ERROR'))) ~= 0)
disp(cmdout);
error('The tasgrid execurable returned an error, see above');
return;
else
if (~isempty(cmdout))
fprintf(1,['WARNING: Command had non-empty output:\n']);
disp(cmdout);
end
if (nargout == 1)
[new_points] = tsgReadMatrix(sFileO);
end
end
if (exist('lClean'))
tsgCleanTempFiles(lGrid, lClean);
end
end
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