look for 1s or 0.99 (idk if your function reaches 1) in the vector c
This wouldn't count the number of peaks but tell you how many times it is equal to 1
For counting the peaks I would do a rolling window. Something like that:
length_window_dist = 20 %nb of distance to look back
nb_peaks = 0
for i=1:length(c)
if c(i) == 1
%part i < initial window
if i<=length_window_dist && nb_peaks == 0
nb_peaks = nb_peaks+1
%part where i>intial window
else
% we dont want to see a 1 in the 20 last periods
if nnz(c(i-length_window_dist:i-1)==1) == 0 %lookback for the rolling window if c =1
nb_peaks = nb_peaks+1
end
end
end
end
there is surely a more efficient way to do this
