Examples of using The cost function in English and their translations into Chinese
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This depends on the cost function and the model.
The cost function must be able to be written as an average.
Therefore, we define the cost function as follows:.
In our case, we are looking for the minimum of the cost function.
Now let's look at the cost function for logistic regression.
For logistic regression, we will use the cost function:.
To minimize the cost function, you need to iterate through your data set many times.
But we will make one change to the cost function: Adding weight decay.
Training a neural network basically refers to minimizing the cost function.
But we will make one change to the cost function: Adding weight decay.
A very simple example of this is Sammon's Mapping,defined by the cost function:.
Now plot the cost function, J(θ) over the number of iterations of gradient descent.
In our case, we are looking for the minimum of the cost function.
This will lead the cost function to be very sensitive in some directions and insensitive in other directions.
Unlike L1 and L2 regularization,dropout doesn't rely on modifying the cost function.
The cost function is the average of the Loss function over the entire training set.
In the chapter on Logistic Regression, the cost function is this:.
The cost function is the average of the Loss function over the entire training set.
Regularization methods like L1 and L2 reduce overfitting by modifying the cost function.
When we are minimizing it, we may also call it the cost function, loss function, or error function. .
In this notation, is called the objectivefunction(it is also sometimes called the cost function).
The cost function is the measure of“how good” a neural network did for it's given training input and the expected output.
In the chapter on Logistic Regression, the cost function is this:.
So the equation for the overall error(also called the cost function) will be:.
The cost function of the network is used to generate a measure of deviation between the network's predictions and the actual observed training targets.
In this video,we will figure out a slightly simpler way to write the cost function than we have been using so far.
If the scatter points are close to the regression line,then the residual will be small and hence the cost function.
However, there are many other approaches to optimizing the cost function, and sometimes those other approaches offer performance superior to mini-batch stochastic gradient descent.
As discussed above, it's not possible to say precisely what it means touse the"same" learning rate when the cost function is changed.