📄 eql_root.m
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function x = eql_root(a, b, c)%function x = eql_root(a, b, c)% Numerically stable method for computing the positive root% of the quadratic polynomial: -ax^2 -2bx + c, with a >= 0.% This polynomial arises in quadratically-penalized likelihood% methods for the Poisson emission image reconstruction problem.%% Copyright Apr. 2000, Jeff Fessler, The University of Michiganif nargin < 3, help(mfilename), error(mfilename), endif any(a < 0), error 'need a > 0', endx = zeros(size(a));j = a == 0;x(j) = c(j) ./ b(j) / 2; % 1st-order casedet = sqrt(b.^2 + a .* c); % determinant / 2j = (a > 0) & (b > 0);x(j) = c(j) ./ (det(j) + b(j));j = (a > 0) & (b <= 0);x(j) = (det(j) - b(j)) ./ a(j);
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