📄 invrange.m
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%#
%# function [data] = invrange(rdata,mn,mx,table)
%#
%# AIM: Returns a range-scaled data set to its original scale.
%#
%# PRINCIPLE: An inverse scaling is performed on a data set. Typically, the vector
%# of responses from a training set is range-scaled before modeling with
%# a neural network. The vector of responses predicted by the neural
%# network must then be restored to the same scale as the original vector
%# of responses from the training set, to evaluate RMSEC or RMSEP.
%#
%# INPUT: rdata (m*n) : range-scaled data set (it can be a column-vector,
%# a row-vector or a matrix)
%# mn : reference value for the minimum of the current scale
%# mx : reference value for the maximum of the current scale
%# table (1*2) : two-element row vector containing the minimum and maximum
%# values of the original data set, before range-scaling
%#
%# OUTPUT: data (m*n) : new data set, after inverse scaling
%#
%# AUTHOR: Frederic Despagne
%# Copyright(c) 1997 for ChemoAC
%# Dienst FABI, Vrije Universiteit Brussel
%# Laarbeeklaan 103, 1090 Jette
%#
%# VERSION: 1.1 (28/02/1998)
%#
%# TEST: Andrea Candolfi
%#
function [data] = invrange(rdata,mn,mx,table)
[m,n] = size(rdata); % Size of the original data set
rn = mx-mn; % Current range
xmn = table(1); % Minimum value for the original data set
xmx = table(2); % Maximum value for the original data set
for i = 1:n
for j = 1:m
data(j,i) = ((((rdata(j,i)-mn))*((xmx-xmn)))/rn)+xmn; % Inverse scaling
end;
end;
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