Skip to content
Related Articles

Related Articles

Python | Imputation using the KNNimputer()

View Discussion
Improve Article
Save Article
Like Article
  • Last Updated : 05 Sep, 2020

KNNimputer is a scikit-learn class used to fill out or predict the missing values in a dataset. It is a more useful method which works on the basic approach of the KNN algorithm rather than the naive approach of filling all the values with mean or the median. In this approach, we specify a distance from the missing values which is also known as the K parameter. The missing value will be predicted in reference to the mean of the neighbours.

It is implemented by the KNNimputer() method which contains the following arguments:

n_neighbors: number of data points to include closer to the missing value.
metric: the distance metric to be used for searching.
values – {nan_euclidean. callable} by default – nan_euclidean
weights: to determine on what basis should the neighboring values be treated
values -{uniform , distance, callable} by default- uniform.

Code: Python code to illustrate KNNimputor class

# import necessary libraries
import numpy as np
import pandas as pd
# import the KNNimputer class
from sklearn.impute import KNNImputer
# create dataset for marks of a student
dict = {'Maths':[80, 90, np.nan, 95], 
        'Chemistry': [60, 65, 56, np.nan], 
        'Physics':[np.nan, 57, 80, 78],
       'Biology' : [78,83,67,np.nan]}
# creating a data frame from the list 
Before_imputation = pd.DataFrame(dict)
#print dataset before imputaion
print("Data Before performing imputation\n",Before_imputation)
# create an object for KNNImputer
imputer = KNNImputer(n_neighbors=2)
After_imputation = imputer.fit_transform(Before_imputation)
# print dataset after performing the operation
print("\n\nAfter performing imputation\n",After_imputation)


Data Before performing imputation
    Maths  Chemistry  Physics  Biology
0   80.0       60.0      NaN     78.0
1   90.0       65.0     57.0     83.0
2    NaN       56.0     80.0     67.0
3   95.0        NaN     78.0      NaN

After performing imputation
 [[80.  60.  68.5 78. ]
 [90.  65.  57.  83. ]
 [87.5 56.  80.  67. ]
 [95.  58.  78.  72.5]]

Note: After transforming the data becomes a numpy array.

My Personal Notes arrow_drop_up
Recommended Articles
Page :

Start Your Coding Journey Now!