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alexis-michaud / egg

electroglottography
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Handling multiple closing peaks: displaying a command to change the method #6

Open MinhChauNGUYEN opened 5 years ago

MinhChauNGUYEN commented 5 years ago

Like the opening peaks, the closing peak can be imprecise and there are various different types which shouldn't be treated by the same method. Therefore, in the part that peakdet asks for user's verification of f0 (besides resetting the threshold, or suppressing the initial or final cycles), the choice of selecting other method to handle multiple peaks shoud be offered here. User can type >>0 for 'selecting the highest among the peaks'; >>1 for 'selecting the first peak', etc. The f0 and oq values after that will be re-caculated according to the new method which is more suitable.

alexis-michaud commented 5 years ago

Good idea.

An overhaul is under way. This request has been integrated to the project for version 1.1. The various possibilities for f0 will be proposed first, and Oq calculated later.

alexis-michaud commented 5 years ago

This is a preview. Colour codes are just a first try.

f0by6methods_token902

Another example, using the 1st token in the gallery:

f0by6methods

% Method 1 (max DECPA): green.
plot(f0(:,1), 'LineStyle','-', 'LineWidth', 1.5, 'Marker', 'o','Color', [.0863 .7216 .3059], 'MarkerSize',10, 'MarkerFaceColor', [.0863 .7216 .3059])

% Method 2 (first peak): red.
plot(f0(:,2), 'LineStyle','-', 'LineWidth', 0.5, 'Marker', 'o','Color', 'red', 'MarkerSize',2, 'MarkerFaceColor', 'red')

% Method 3 (last peak): black.
plot(f0(:,3), 'LineStyle','-', 'LineWidth', 0.5, 'Marker', 'p','Color', 'black', 'MarkerSize',2, 'MarkerFaceColor', 'black')

% Method 4 (barycentre): blue diamonds.
plot(f0(:,4),'db','MarkerSize',13)

% Method 5 (most salient pulse on 2nd derivative): orange.
plot(f0(:,5), 'LineStyle','--', 'Marker', 's','Color', [1 .7961 .3765], 'MarkerSize',9)

% Method 6: excluding double peaks
plot(f0(:,6), 'dg','MarkerSize',8)

The f0 matrix now has six columns instead of just one. 

  152.5952  152.4685  154.6121  153.2593  152.4685         0
  124.9292  124.9752  124.9752  124.9752  124.9752  124.9292
  118.5484  118.6536  118.6536  118.6536  118.6536  118.5484
  113.6598  113.6774  113.6774  113.6774  113.6774  113.6598
  108.0882  107.8319  107.8319  107.8319  107.8319  108.0882
  103.5211  103.5819  101.5684  102.9636  103.5819         0
  101.6129  101.6738  102.4081  102.1598  101.6738         0
   98.6577   98.6754   98.9255   98.6820   98.6754         0
   91.4938   94.0118   93.9357   94.1008   94.0118         0
   86.6405   86.9068   87.0337   86.9052   86.9068         0
   82.5843   82.1443   82.7361   82.1488   82.1443         0
   73.6227   74.0417   74.0417   74.0417   74.0417   73.6227
   75.5137   73.6227   73.0725   73.6000   73.6227         0
   74.4932   74.5235   74.0542   74.4988   74.5235         0
   75.0000   74.9860   76.0542   75.0345   74.9860         0
   67.3282   67.2687   67.2687   67.2687   67.2687   67.3282
   65.4303   65.5012   65.5012   65.5012   65.5012   65.4303
   73.2558   73.2558   73.2558   73.2558   73.2558   73.2558
   83.3648   83.3160   83.3160   83.3160   83.3160   83.3648
   88.7324   88.7842   88.7842   88.7842   88.7842   88.7324
   90.9278   91.1402   91.1402   91.1402   91.1402   90.9278
   95.2484   94.9940   94.9940   94.9940   94.9940   95.2484
   93.8298   97.4499   97.4499   97.4499   97.4499   93.8298
  104.0094   99.9207   99.9207   99.9207   99.9207  104.0094
   86.8110   86.8127   86.8127   86.8127   86.8127   86.8110
  147.0000  146.7163  146.7163  146.7163  146.7163  147.0000