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This repository has been archived by the owner on Jan 3, 2024. It is now read-only.
In batch back-propagation, we split the full input set into smaller batches
and during training the model feed-forward through all the input / target pair of a batch
without changing the weight / bias but will be updating the gradient (I am not sure on the math behind it).
once the batch is complete it updates the weights and biases based on a overall picture of batch rather than using one input.
this could help the model find the right weights and biases much faster than the single input back-propagation.
Examples
How I would expect the final method to look like.
//say arch = 1 -> 2 - > 2input=[1]target=[1,0]nn.backpropagate(input,target)// for one input, target pairinput=[[1],[-1],[-5],[5],[2]]target=[[1,0],[0,1],[0,1],[1,0],[1,0]]nn.backpropagate(input,target)// expression remains same, internally it just need to check if Array.isArray(input[0]) => then batch train.
Additional context
I think this is available in all major ML libraries due to its great efficiency,
also will help in creating distributed training capabilities.
The text was updated successfully, but these errors were encountered:
I was going through the source dann.js and got confused with the backpropagate method.
Even though you have loss functions implemented, you are not using it to optimize the network ??
usually output layer activation is combination of loss and activation.
like combination of softmax and mse
error = target - predicted ✔️
loss = lossFunc(error) ❌ //lossFunc = activation_and_lossFunc_combination
update w and b of output layer based on d/dx of loss ❌
update w and b based on d/dx of activation functions ✔️
Feature
Batch Back-Propagation / Training
Type
Description
In batch back-propagation, we split the full input set into smaller batches
and during training the model feed-forward through all the input / target pair of a batch
without changing the weight / bias but will be updating the gradient (I am not sure on the math behind it).
once the batch is complete it updates the weights and biases based on a overall picture of batch rather than using one input.
this could help the model find the right weights and biases much faster than the single input back-propagation.
Examples
How I would expect the final method to look like.
Additional context
I think this is available in all major ML libraries due to its great efficiency,
also will help in creating distributed training capabilities.
The text was updated successfully, but these errors were encountered: