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Understanding Backpropagation: The Chain Rule in Neural Networks

This article explains the mathematical concept of the chain rule and its crucial role in backpropagation, the algorithm used for training artificial neural networks. It demonstrates how to calculate derivatives by hand and verify them through small numerical nudges, a debugging technique vital for gradient-based learning. The explanation covers a simple two-layer network, detailing both the forward pass to compute the output and the backward pass to calculate gradients for each parameter, highlighting the efficiency of this process for large models. AI

IMPACT Explains the fundamental mathematical principles behind training AI models, crucial for understanding their inner workings.

RANK_REASON The item explains a core mathematical concept used in machine learning research. [lever_c_demoted from research: ic=1 ai=1.0]

Read on dev.to — LLM tag →

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Understanding Backpropagation: The Chain Rule in Neural Networks

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The item explains a core mathematical concept used in machine learning research. [lever_c_demoted from research: ic=1 ai=1.0]
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  1. dev.to — LLM tag TIER_1 English(EN) · Multigrid ·

    Derivatives and the Chain Rule, for People Who Forgot

    <p>The chain rule says that when one thing depends on another which depends on a third, the rates multiply. That is the whole of backpropagation. This page derives one gradient by hand, checks it by nudging the input and measuring, and then does the same for every weight in a sma…