📄 unscented_transform.m
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% Time update equations
function [xe,P] = unscented_transform(func,dfunc,xe,P,varargin)
% Set up dimensions(general UKF)
D = length(xe);
N = D*2 + 1;
scale = 3;
kappa = scale-D;
% Create sigma points
Ps = sqrt_posdef(P) * sqrt(scale);
x_sp = [xe, repvec(xe,D)+Ps, repvec(xe,D)-Ps];
if isempty(dfunc), dfunc = @default_dfunc; end
xs = feval(func,x_sp, varargin{:}); % compute (possibly discontinuous) transform
base = repvec(xs(:,1), N); % set first transformed sample as the base
delta = feval(dfunc, base, xs); % compute correct residual
xs = base - delta; % offset ys from base according to correct residual
% Calculate the priori estimation
idx = 2:N;
xe = (2*kappa*xs(:,1) + sum(xs(:,idx),2)) / (2*scale);
% Calculate the priori covariance
dx = xs - repvec(xe,N);
P = (2*kappa*dx(:,1)*dx(:,1)' + dx(:,idx)*dx(:,idx)') / (2*scale);
function x = repvec(x,N)
x = x(:, ones(1,N));
function e = default_dfunc(y1, y2)
e = y1 - y2;
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