With the help of
Python3 1=1
Output :
Python3 1=1
statsmodels.expected_robust_kurtosis() method, we can calculate the expected value of robust kurtosis measure by using statsmodels.expected_robust_kurtosis() method.
Syntax : statsmodels.expected_robust_kurtosis(ab, db)
Return : Return the four kurtosis value i.e kr1, kr2, kr3 and kr4.
Example #1 :
In this example we can see that by using statsmodels.expected_robust_kurtosis() method, we are able to get the expected value of robust kurtosis measure by using this method.
# import numpy and statsmodels
import numpy as np
from statsmodels.stats.stattools import expected_robust_kurtosis
# Using statsmodels.expected_robust_kurtosis() method
gfg = expected_robust_kurtosis()
print(gfg)
[3.0000000 1.23309512 2.58522712 2.90584695]Example #2 :
# import numpy and statsmodels
import numpy as np
from statsmodels.stats.stattools import expected_robust_kurtosis
# Using statsmodels.expected_robust_kurtosis() method
gfg = expected_robust_kurtosis([12, 22], [6, 7])
print(gfg)
Output :
[3.0000000 1.23309512 1.23859789 1.0535188 ]