[python] How to split/partition a dataset into training and test datasets for, e.g., cross validation?

After doing some reading and taking into account the (many..) different ways of splitting the data to train and test, I decided to timeit!

I used 4 different methods (non of them are using the library sklearn, which I'm sure will give the best results, giving that it is well designed and tested code):

  1. shuffle the whole matrix arr and then split the data to train and test
  2. shuffle the indices and then assign it x and y to split the data
  3. same as method 2, but in a more efficient way to do it
  4. using pandas dataframe to split

method 3 won by far with the shortest time, after that method 1, and method 2 and 4 discovered to be really inefficient.

The code for the 4 different methods I timed:

import numpy as np
arr = np.random.rand(100, 3)
X = arr[:,:2]
Y = arr[:,2]
spl = 0.7
N = len(arr)
sample = int(spl*N)

#%% Method 1:  shuffle the whole matrix arr and then split
np.random.shuffle(arr)
x_train, x_test, y_train, y_test = X[:sample,:], X[sample:, :], Y[:sample, ], Y[sample:,]

#%% Method 2: shuffle the indecies and then shuffle and apply to X and Y
train_idx = np.random.choice(N, sample)
Xtrain = X[train_idx]
Ytrain = Y[train_idx]

test_idx = [idx for idx in range(N) if idx not in train_idx]
Xtest = X[test_idx]
Ytest = Y[test_idx]

#%% Method 3: shuffle indicies without a for loop
idx = np.random.permutation(arr.shape[0])  # can also use random.shuffle
train_idx, test_idx = idx[:sample], idx[sample:]
x_train, x_test, y_train, y_test = X[train_idx,:], X[test_idx,:], Y[train_idx,], Y[test_idx,]

#%% Method 4: using pandas dataframe to split
import pandas as pd
df = pd.read_csv(file_path, header=None) # Some csv file (I used some file with 3 columns)

train = df.sample(frac=0.7, random_state=200)
test = df.drop(train.index)

And for the times, the minimum time to execute out of 3 repetitions of 1000 loops is:

  • Method 1: 0.35883826200006297 seconds
  • Method 2: 1.7157016959999964 seconds
  • Method 3: 1.7876616719995582 seconds
  • Method 4: 0.07562861499991413 seconds

I hope that's helpful!

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