📄 invinterp2.m
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% invinterp2
% x = (1:10).'; % sample data
% y = cos(pi*x);
% yo = -0.2;
n = length(y);
if yo<min(y) || yo>max(y) % quick exit if no values exist
xo = [];
else % find the desired points
below = y<yo; % True where below yo
above = y>=yo; % True where at or above yo
kth = (below(1:n-1)&above(2:n))|(above(1:n-1)&below(2:n)); % point k
kp1 = [false; kth]; % point k+1
alpha = (yo - y(kth))./(y(kp1)-y(kth));% distance between x(k+1) and x(k)
xo = alpha.*(x(kp1)-x(kth)) + x(kth); % linearly interpolate using alpha
yo = repmat(yo,size(xo)); % duplicate yo to match xo points found
end
%
% if ~isempty(xo)
% xol = [x(1); x(end)];
% yol = [yo(1) yo(1)];
% plot(x,y,xol,yol,xo,yo,'o')
% xlabel X
% ylabel Y
% title('Figure 38.2: Inverse Interpolation')
% end
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