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Backpropagation is a common algorithm in neural network training, used to adjust the weight of individual neurons. It optimizes the weights by moving backward from the neuron's output, thereby minimizing the network's error. The process begins with randomly generating a network of weights and then adjusting them into the model using the backpropagation algorithm.
It is a supervised learning algorithm used to train the optimization of weights and biases in neural networks. It is mainly based on the chain rule in calculus, which calculates the gradient of the loss function against the weights of the neural network. It works by propagating errors backward from the output layer to each layer of the neural network, adjusting the weights according to the gradient.
The gradient of each weight is used to update the weight in the direction of the reverse gradient to minimize the loss function. This process is repeated until the loss function reaches a set threshold or number of iterations.
The neural network minimizes the error between the predicted output and the actual output by adjusting the network weights. To start training, we need to initialize random weights for each neuron in the network. Input data is fed into the network and the output is calculated using the weights of the network. Since this is a supervised learning algorithm, we use the difference between the actual and predicted outputs to guide how strongly we update the weights. This process of updating weights continues to iterate until the network is able to produce accurate predictive outputs.
Neural networks learn by calculating the error between the predicted output and the actual output. Errors are propagated back to each neuron layer by layer, using the chain rule for weight adjustment. This process is repeated until the required conditions are met.
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