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GenerateEnsemble.m
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58 lines (56 loc) · 2.12 KB
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function expData = GenerateEnsemble(whatGradients,dMat,numGradients,ensembleParams)
% Generates an ensemble of spatial maps, as the matrix expData.
%-------------------------------------------------------------------------------
numAreas = size(dMat,1);
expData = zeros(numAreas,numGradients);
for i = 1:numGradients
switch whatGradients
case 'spatialLag'
d0 = ensembleParams.d0;
rho = ensembleParams.rho;
% d0 = 1; %(max(coOrds(:,1))-min(coOrds(:,1)));
% rho = 1.5;
g = GenerateSpatialLagMap(dMat,d0,rho);
case 'linear'
X0 = rand*(xRange(2)-xRange(1))+xRange(1);
Y0 = rand*(yRange(2)-yRange(1))+yRange(1);
rCoeff = rand(2,1)-0.5;
g = rCoeff(1)*(X-X0) + rCoeff(2)*(Y-Y0);
case 'poly'
pOrderX = randi(1);
pOrderY = randi(2);
X0 = rand*(xRange(2)-xRange(1))+xRange(1);
Y0 = rand*(yRange(2)-yRange(1))+yRange(1);
rCoeff = rand(2,1)-0.5;
g = rCoeff(1)*(X-X0).^pOrderX + rCoeff(2)*(Y-Y0).^pOrderY;
case 'Gaussian'
A = rand();
X0 = rand*(xRange(2)-xRange(1))+xRange(1);
Y0 = rand*(yRange(2)-yRange(1))+yRange(1);
sigma2X = rand*(xRange(2)-xRange(1))/2;
sigma2Y = rand*(yRange(2)-yRange(1))/2;
g = A*exp(-((X-X0).^2./sigma2X + (Y-Y0).^2./sigma2Y));
case 'GaussianFixedScale'
A = 1;
scaleProp = 1/4;
X0 = rand*(xRange(2)-xRange(1))+xRange(1);
Y0 = rand*(yRange(2)-yRange(1))+yRange(1);
sigma2X = (xRange(2)-xRange(1))*scaleProp;
sigma2Y = (yRange(2)-yRange(1))*scaleProp;
g = A*exp(-(((X-X0)/sigma2X).^2 + ((Y-Y0)/sigma2Y).^2));
case 'ExpDecaySingle'
% d0 = rand*20;
d0 = ensembleParams.d0;
rho = ensembleParams.rho;
% Pick a point as source:
pointID = randi(length(dMat),1);
% X0 = rand*(xRange(2)-xRange(1))+xRange(1);
% Y0 = rand*(yRange(2)-yRange(1))+yRange(1);
% D = (X-X0).^2 + (Y-Y0).^2;
distToPoint = dMat(pointID,:);
g = rho*exp(-distToPoint/d0) + randn(size(distToPoint));
end
gStretch = g(:);
expData(:,i) = gStretch;
end
end