General type for objective functions for binary classification
General type for multivariate linear objective functions for clasification
Absolute objective for univariate regression
Epsilon-insensitive absolute objective for multivariate regression
Epsilon-insensitive absolute objective for multivariate regression
The tolerance of the objective function
An objective function
Epsilon-insensitive absolute objective for univariate regression
Epsilon-insensitive absolute objective for univariate regression
The tolerance of the objective function
An objective function
Epsilon-insensitive squared objective for multivariate regression
Epsilon-insensitive squared objective for multivariate regression
The tolerance of the objective function
An objective function
Epsilon-insensitive squared objective for univariate regression
Epsilon-insensitive squared objective for univariate regression
The tolerance of the objective function
An objective function
Hinge objective for binary classification
Hinge objective for multiclass classification
A variant of the hinge objective for binary classification which can have different costs for type 1 and type 2 errors.
A variant of the hinge objective for binary classification which can have different costs for type 1 and type 2 errors.
The cost of predicting positive when the label is negative
The cost of predicting negative when the label is positive
An objective function
Squared hinge objective for multiclass classification
Log objective for binary classification
Log objective for multiclass classification.
Log objective for multiclass classification. Inefficient.
The logistic sigmoid function.
A smoothed (Lipschitz gradient) variant of the hinge objective for binary classification which can have different costs for type 1 and type 2 errors and adjustable margin.
A smoothed (Lipschitz gradient) variant of the hinge objective for binary classification which can have different costs for type 1 and type 2 errors and adjustable margin.
Adjusts how smoothly the hinge drops down to zero. Higher is more smooth, zero gives unsmoothed hinge.
The number that you need to predict above to achieve the maximum objective score.
The cost of predicting positive when the label is negative.
The cost of predicting negative when the label is positive.
An objective function
Sparse Log objective for multiclass classification; very efficient.
Squared objective for multivariate regression
Squared objective for univariate regression