I want to measure the distance (Euclidean) between data sets of 5 dimensions. It looks like this:
center x
0 [0.09771348879, 1.856078237, 2.100760575, 9.25... [-1.35602640228e-12, -2.94706481441e-11, -6.51...
1 [8.006780488, 1.097849488, 0.6275244427, 0.572... [4.99212418613, 5.01853294023, -0.014304672946...
2 [-1.40785823, -1.714959744, -0.5524032233, -0.... [-1.61000102139e-11, -4.680034138e-12, 1.96087...
index, then point (center), and the third is the other point (x), all the points are 5D. I want to use pdist since it's applicable to n-d. But the problem is that the points are arranged as m n-dimensional row vectors in the matrix X. While what I have above is only the data format and not the matrix and contains the index as well which it should not.
My code is:( S is the format above)
S = pd.DataFrame(paired_data, columns=['x','center'])
print (S.to_string())
Y = pdist(S[1:], 'euclidean')
print Y
This seems to work:
for i in range(S.shape[0]):
M = np.matrix( [S['x'][i], S['center'][i]] )
print pdist(M, 'euclidean')
or with iterrows()
:
for row in S.iterrows():
M = np.matrix( [row[1]['x'], row[1]['center']] )
print pdist(M, 'euclidean')
Note that the creation of a matrix isn't necessary, pdist
will handle a python list of lists just fine:
for row in S.iterrows():
print pdist([row[1]['x'], row[1]['center']], 'euclidean')