Log-cosh loss is a loss function that is used to solve regression problems. Log-cosh is calculated as the average logarithm of the hyperbolic cosine of the differences between the predicted and actual values.
The formula to calculate the log-cosh:
 
- n- the number of data points.
- y- the actual value of the data point. Also known as true value.
- ŷ- the predicted value of the data point. This value is returned by model.
Let's say we have the following sets of numbers:
| actual values of y | 4 | -1.5 | 5 | 2 | 
| predicted values of ŷ | 3.5 | 1 | 5 | 3 | 
Here is example how log-cosh can be calculated using these numbers:
 
TensorFlow 2 allows to calculate the log-cosh. It can be done by using LogCosh class.
from tensorflow import keras
yActual = [4, -1.5, 5, 2]
yPredicted = [3.5, 1, 5, 3]
logcoshObject = keras.losses.LogCosh()
logcoshTensor = logcoshObject(yActual, yPredicted)
logcosh = logcoshTensor.numpy()
print(logcosh)Log-cosh also can be calculated by using log_cosh function.
logcoshTensor = keras.losses.log_cosh(yActual, yPredicted)
logcosh = logcoshTensor.numpy() 
             
                         
                         
                        
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