What is Hebbian Theory?
Hebbian Theory is often summarized by the phrase:
"Cells that fire together, wire together."
It was introduced by Donald Hebb in 1949 to explain how neurons in the brain strengthen their connections based on simultaneous activation.
Core Idea:
When two neurons (or nodes) are active at the same time, the connection (or weight) between them gets stronger. If one neuron consistently contributes to the firing of another, their connection becomes reinforced over time.
Mathematically:
In a simplified form, the weight update rule is:
Where:
- = Change in weight between neuron i and neuron j
- = Learning rate
- = Input from neuron i
- = Output from neuron j
In AI & Machine Learning Context:
While modern AI mostly uses algorithms like backpropagation (especially in deep learning), Hebbian learning has foundational importance and is used in:
-
Unsupervised Learning
No external teacher; the system adjusts based on correlations in data. -
Self-Organizing Maps (SOMs)
Networks that use Hebbian principles to cluster similar inputs. -
Associative Memory Models (like Hopfield Networks)
Where the system learns to "recall" patterns based on partial input. -
Biologically Inspired AI
Hebbian learning tries to mimic how the human brain learns and adapts.
Limitations:
- Uncontrolled growth of weights (without normalization mechanisms).
- Lacks error correction compared to modern supervised methods like gradient descent.
Why is it Important?
- Biological Plausibility: Closely models how real neural systems might learn.
- Foundation for Neural Networks: Early neural network research was heavily influenced by Hebbian principles.
- Simplicity: The local rule (only depends on pre- and post-synaptic activity) makes it appealing.
Quick Analogy:
Think of two friends. If they hang out together a lot (fire together), their friendship bond (connection strength) grows stronger (weight increases). Over time, they influence each other more!
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