problem using polyfitn with for loop and nchoosek

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mohamed gryaa
mohamed gryaa le 12 Sep 2019
hi, i have this problem, i need to create with my matrix a for loop with polyfitn using nchoosek with every 2 single combination of column vectors.
my matrix is ( every column[loudness,flustr.....] is the variable x of polyfitn):
Loudness=[2.79;3.16;3.71;2.29;2.49;2.64;2.9;2.79;2.91;3.35];
FlucStr=[0.0256;0.0277;0.0311;0.0246;0.021;0.0199;0.0194;0.0256;0.0213;0.0208];
Roughness=[0.491;0.6;0.728;0.34;0.425;0.515;0.617;0.491;0.389;0.438];
Sharpness=[1.03;1.11;1.21;0.887;0.934;0.954;0.985;1.03;1.04;1.12];
Leq=[39.7;40.9;42.6;38.1;38.9;39.5;40.6;39.7;40.3;41.7];
SIL=[29.4;30.9;32.9;26.9;28;28.8;30.1;29.4;28.8;30];
Tonality=[0.133;0.128;0.113;0.153;0.14;0.131;0.118;0.133;0.203;0.18];
Kurtosis=[2.2;2.2;2.2;2.44;2.49;2.48;2.45;2.2;2.39;2.38];
metriche=[Loudness FlucStr Roughness Sharpness Leq SIL Tonality Kurtosis];
and subjective is(is the variable y of polyfitn):
subjective=[7.5;7.02;6.94;7.91;7.96;7.91;7.78;7.42;7.86;7.47];
how can i calculate polyfitn using a for loop and nchoosek???

Réponses (1)

Rishabh Mishra
Rishabh Mishra le 31 Août 2020
Hi mohamed,
I assume that
  • You are using the matrix ‘metriche’ as input data for the ‘polyfitn’ function.
  • The vector ‘subjective’ is used as output data for ‘polyfitn’ function.
  • You want to apply ‘polyfitn’ function on each combination of 2 columns out of the 8 columns of ‘metriche’ using for loop, ‘nchoosek’ & ‘polyfitn’ functions.
Refer to the code below:
% create the required matrix from given columns
metriche = [Loudness FlucStr Roughness Sharpness Leq SIL Tonality Kurtosis]
% 'sz' stores number of columns in 'metriche'
number_of_columns = size(metriche,2)
% 'indices' stores an array of column numbers
indices = 1:number_of_columns
% 'idx' is a vector
% 'idx' stores all the column combinations when 2 columns are chosen at a
% time out of given 8 columns
idx = nchoosek(indices,2)
% use for loop to evaluate polyfit for each of the column combinations
for k = 1:size(idx,1)
% the polyfit is linear in nature (1-degree)
degree = 1
% apply polyfitn on combinations of 2 columns from 'metriche' as inputs
% 'subjective' is the output vector
% the polynomial fir is a 1-Degree fit
evaluated_polyfit = polyfitn(metriche(:,[idx(k,1) idx(k,2)]), subjective, degree)
end
For better understanding, refer to documentation of ‘nchoosek’ function in this link, and refer to the section on how combinations of elements are generated from vectors.
Hope this helps.

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