I want to implement a machine learning algorithm in scikit learn, but I don't understand what this parameter random_state
does? Why should I use it?
I also could not understand what is a Pseudo-random number.
Random state ensures that the splits that you generate are reproducible. Scikit-learn uses random permutations to generate the splits. The random state that you provide is used as a seed to the random number generator. This ensures that the random numbers are generated in the same order.
Many students and practitioners use this number(42) as random state is because it is used by many instructors in online courses. They often set the random state or numpy seed to number 42 and learners follow the same practice without giving it much thought. To be specific, 42 has nothing to do with AI or ML.
the random_state parameter is used for initializing the internal random number generator, which will decide the splitting of data into train and test indices in your case.
train_test_split selects randomly the train and test size basing on the ratio given. Every single time you run this function you will have a randomly selected train and test values based on the train and test size ratio. This random selection every particular time you run this results in the "random_states".
train_test_split
splits arrays or matrices into random train and test subsets. That means that everytime you run it without specifying random_state
, you will get a different result, this is expected behavior. For example:
Run 1:
>>> a, b = np.arange(10).reshape((5, 2)), range(5)
>>> train_test_split(a, b)
[array([[6, 7],
[8, 9],
[4, 5]]),
array([[2, 3],
[0, 1]]), [3, 4, 2], [1, 0]]
Run 2
>>> train_test_split(a, b)
[array([[8, 9],
[4, 5],
[0, 1]]),
array([[6, 7],
[2, 3]]), [4, 2, 0], [3, 1]]
It changes. On the other hand if you use random_state=some_number
, then you can guarantee that the output of Run 1 will be equal to the output of Run 2, i.e. your split will be always the same.
It doesn't matter what the actual random_state
number is 42, 0, 21, ... The important thing is that everytime you use 42, you will always get the same output the first time you make the split.
This is useful if you want reproducible results, for example in the documentation, so that everybody can consistently see the same numbers when they run the examples.
In practice I would say, you should set the random_state
to some fixed number while you test stuff, but then remove it in production if you really need a random (and not a fixed) split.
Regarding your second question, a pseudo-random number generator is a number generator that generates almost truly random numbers. Why they are not truly random is out of the scope of this question and probably won't matter in your case, you can take a look here form more details.
If you don't specify the random_state
in your code, then every time you run(execute) your code a new random value is generated and the train and test datasets would have different values each time.
However, if a fixed value is assigned like random_state = 42
then no matter how many times you execute your code the result would be the same .i.e, same values in train and test datasets.
Well the question what is "random state" and why is it used, has been answered above nicely by people above. I will try and answer the question "Why do we choose random state as 42 very often during training a machine learning model? why we dont choose 12 or 32 or 5? " Is there a scientific explanation?
Many students and practitioners use this number(42) as random state is because it is used by many instructors in online courses. They often set the random state or numpy seed to number 42 and learners follow the same practice without giving it much thought.
To be specific, 42 has nothing to do with AI or ML. It is actually a generic number, In Machine Learning, it doesn't matter what the actual random number is, as mentioned in scikit API doc, any INTEGER is sufficient enough for the task at hand.
42 is a reference from Hitchhikers guide to galaxy book. The answer to life universe and everything and is meant as a joke. It has no other significance.
References:
If you don't mention the random_state in the code, then whenever you execute your code a new random value is generated and the train and test datasets would have different values each time.
However, if you use a particular value for random_state(random_state = 1 or any other value) everytime the result will be same,i.e, same values in train and test datasets. Refer below code:
import pandas as pd
from sklearn.model_selection import train_test_split
test_series = pd.Series(range(100))
size30split = train_test_split(test_series,random_state = 1,test_size = .3)
size25split = train_test_split(test_series,random_state = 1,test_size = .25)
common = [element for element in size25split[0] if element in size30split[0]]
print(len(common))
Doesn't matter how many times you run the code, the output will be 70.
70
Try to remove the random_state and run the code.
import pandas as pd
from sklearn.model_selection import train_test_split
test_series = pd.Series(range(100))
size30split = train_test_split(test_series,test_size = .3)
size25split = train_test_split(test_series,test_size = .25)
common = [element for element in size25split[0] if element in size30split[0]]
print(len(common))
Now here output will be different each time you execute the code.
random_state number splits the test and training datasets with a random manner. In addition to what is explained here, it is important to remember that random_state value can have significant effect on the quality of your model (by quality I essentially mean accuracy to predict). For instance, If you take a certain dataset and train a regression model with it, without specifying the random_state value, there is the potential that everytime, you will get a different accuracy result for your trained model on the test data. So it is important to find the best random_state value to provide you with the most accurate model. And then, that number will be used to reproduce your model in another occasion such as another research experiment. To do so, it is possible to split and train the model in a for-loop by assigning random numbers to random_state parameter:
for j in range(1000):
X_train, X_test, y_train, y_test = train_test_split(X, y , random_state =j, test_size=0.35)
lr = LarsCV().fit(X_train, y_train)
tr_score.append(lr.score(X_train, y_train))
ts_score.append(lr.score(X_test, y_test))
J = ts_score.index(np.max(ts_score))
X_train, X_test, y_train, y_test = train_test_split(X, y , random_state =J, test_size=0.35)
M = LarsCV().fit(X_train, y_train)
y_pred = M.predict(X_test)`
If there is no randomstate provided the system will use a randomstate that is generated internally. So, when you run the program multiple times you might see different train/test data points and the behavior will be unpredictable. In case, you have an issue with your model you will not be able to recreate it as you do not know the random number that was generated when you ran the program.
If you see the Tree Classifiers - either DT or RF, they try to build a try using an optimal plan. Though most of the times this plan might be the same there could be instances where the tree might be different and so the predictions. When you try to debug your model you may not be able to recreate the same instance for which a Tree was built. So, to avoid all this hassle we use a random_state while building a DecisionTreeClassifier or RandomForestClassifier.
PS: You can go a bit in depth on how the Tree is built in DecisionTree to understand this better.
randomstate is basically used for reproducing your problem the same every time it is run. If you do not use a randomstate in traintestsplit, every time you make the split you might get a different set of train and test data points and will not help you in debugging in case you get an issue.
From Doc:
If int, randomstate is the seed used by the random number generator; If RandomState instance, randomstate is the random number generator; If None, the random number generator is the RandomState instance used by np.random.
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