The full story
The episode's narration, word for word. Numbers link to the sources below; timestamps play that moment.
The question 0:00
Last time, Arthur Samuel pointed to a road he didn't take: a network of simple switches inspired by nerve cells 1. Today's chatbots took that road, with billions of numbers, in what's called a neural network 2,3,4. The name sounds like a brain. So what is one, and how much is it really like the thing inside your head?
A runaway and a neurophysiologist 0:24
In Chicago in the early 1940s, Walter Pitts was a teenage runaway who had taught himself logic, and Warren McCulloch was a neurophysiologist more than twenty years older, who took him into his family's home 5. In 1943 they published "A Logical Calculus of the Ideas Immanent in Nervous Activity" 6. Because a nerve cell either fires or doesn't, a brain's activity could be written down as logic 6.
A neuron as a switch 0:53
A nerve cell gets signals from many others at junctions called synapses 7. Some push it towards firing, others hold it back, and they add up 7. If the total crosses a threshold, the cell fires a pulse, all or nothing 7. McCulloch and Pitts turned that into a switch: count the inputs that are on, and fire if the count reaches the threshold 6. With two inputs, a threshold of two gives you "and", and a threshold of one gives you "or" 6. But they assumed the wiring never changes, so their networks couldn't learn 6.
The machine that sorted cards 1:30
Learning arrived with Frank Rosenblatt, a psychologist at the Cornell Aeronautical Laboratory in Buffalo, New York 8. In 1958, with US Navy research money, he described a network he called the perceptron 9. That July, the Navy showed it running on an IBM 704, a room-sized computer weighing about five tons 8. It was fed punch cards marked on the left or the right, and after fifty tries it had taught itself to tell them apart 8.
One artificial neuron 2:02
Let's build Rosenblatt's kind of neuron, still the heart of today's networks 9,10. Say it decides whether you go for a swim, from four inputs, each one for yes or zero for no: is it sunny, is the water warm, are you between the flags, and have bluebottles washed up? Each input has a weight, a number for how much it matters 9,11. Multiply each input by its weight, add them up, and if the total reaches the threshold, the neuron fires 9. Sunny, cold water, between the flags: two plus four makes six 12. The threshold is five, so it fires, and in you go 12.
A vote against 2:45
Now the bluebottles turn up. Their weight is minus six, so the total drops to zero, and the neuron stays quiet 12. A negative weight is the artificial version of a signal that holds a nerve cell back 9,7. That's the whole neuron: multiply, add, compare 9. I picked these weights myself to make the point. The real question is how a machine finds them itself.
Dials turned by motors 3:12
Rosenblatt built the weights out of hardware. In his Mark I Perceptron, each weight was a potentiometer, the same kind of part as a volume knob, turned by an electric motor 13. From here on, picture every weight as a dial. A big patch panel of cables wired more than five hundred units together 13. When it got an answer wrong in training, motors turned the dials 9,13,11. It learned simple shapes and block letters, and the whole alphabet was about its limit 13.
Conscious of its existence 3:45
The New York Times headline in July 1958 was "New Navy Device Learns by Doing" 8,14. It reported that the Navy expected the perceptron to walk, talk, see, write, reproduce itself and be conscious of its existence 11. The New Yorker called it the first serious rival to the human brain ever devised 8. What it had actually done was sort cards by which side the mark was on 8. Remember that gap when an AI headline sounds too good.
One straight cut 4:17
Give one neuron two inputs, each zero or one, and there are four possible cases, like the corners of a square. Firing when the weighted sum reaches a threshold is the same as drawing one straight line across that square: fire on one side, stay quiet on the other 11,15. For "and", one line cuts off the corner where both inputs are on 12. For "or", one line cuts off the corner where both are off 12.
The puzzle one neuron can't solve 4:48
Now try "one or the other, but not both", which computer scientists call exclusive or 15. Its two yes answers sit in opposite corners, and no straight line can fence them off from the other two 15. We tried thirteen hundred and seventy-seven combinations of weights and thresholds 12. Twenty do "and", sixty do "or", and not one does exclusive or 12. Searching harder won't help, because a few lines of algebra prove that no single neuron can ever do it 15,12.
Perceptrons, 1969 5:21
In 1969, Marvin Minsky and Seymour Papert at MIT published a book called Perceptrons 15. It proved hard limits on simple perceptrons: one neuron can't do exclusive or, and a layer of small, local detectors can't tell whether a shape is all one connected piece 15. They also wrote that there was no reason to suppose the perceptron's virtues carried over to the many-layered version 16. They called that an intuitive judgment worth testing, but it was widely read as a verdict 16,17.
Add a layer 5:56
Yet adding a layer fixes it 12. Put two neurons first: one fires for "or", the other for "and" 12. Then a third neuron listens to both, and fires when "or" is on but "and" is off 12. This is what layers do: each one builds new features out of the last, and stacked up, they can compute far more 11,15. The catch, in the 1960s, was that there was no practical, widely used way to train those middle layers: it was hard to tell which hidden dial was to blame for a wrong answer 18,19.
The first AI winter 6:31
What followed is often called the first AI winter 18. In Britain, the Lighthill Report of 1973 was highly critical of basic AI research 20. Minsky and Papert's book is often blamed for freezing neural networks: Cornell's own history says it essentially sealed the perceptron's fate 8. But the sociologist Mikel Olazaran argues that story was shaped by the rival, symbol-based school of AI, and the authors later said progress had already stalled 16,17. Rosenblatt never saw the revival: he drowned in a sailing accident on his forty-third birthday, in 1971 8.
From nineteen dials to billions 7:13
A tiny network with four inputs, three middle neurons and one output has nineteen dials 12. As their makers described them in 2023 and 2024, the models behind ChatGPT, Gemini, Claude, Llama and DeepSeek are all built from layers of the same kind of unit 21,3,4,22,23,24. One change: modern neurons pass on a number, not a hard yes or no: in the textbook version, just the total if it's above zero, and big chatbots use smoother variants of that 3,4,10. GPT-3 had a hundred and seventy-five billion dials in 2020, and DeepSeek-V3 had six hundred and seventy-one billion in late 2024 2,4. Many no longer say: OpenAI's 2023 GPT-4 report left it out, and so did the reports on Google's larger Gemini models and Anthropic's Claude 3 21,22,25.
What came from the brain 8:13
So what was borrowed from brains? Adding up signals that push and hold back, firing past a threshold, and learning by strengthening or weakening connections 6,9,7. But the resemblance breaks down in at least four big ways 26,19,27,28.
Break one: spikes, not numbers 8:29
First, a real neuron talks in brief electrical spikes, each rising in about a thousandth of a second 7,29. Neuroscientists still argue over whether the message is in how often spikes come or in their exact timing 28. An artificial neuron passes along a single number, and the network works in neat steps, layer by layer 10.
Break two: one cell, a whole network 8:52
Second, one real neuron is far more than one unit 26. In 2021, researchers at the Hebrew University of Jerusalem tried to copy a detailed computer model of a single cortical neuron with an artificial network 26. To match it millisecond by millisecond, they needed a network five to eight layers deep 26. Much of that complexity came from the cell's branching inputs, its dendrites 26.
Break three: scale 9:21
Third, scale. Your brain has about eighty-six billion neurons 30. Its outer layer, the neocortex, alone has around a hundred and sixty-four trillion synapses 31. That's hundreds of times more connections than GPT-3 or DeepSeek-V3 have dials 31,2,4,12. But one synapse isn't one weight, and one neuron isn't one unit, so counting isn't comparing 26.
Break four: learning and energy 9:49
Fourth, learning and energy. Artificial networks learn with a method called backpropagation, which is next episode's story 19. Whether the brain does anything like it is an open question 19,27. In 1989, Francis Crick wrote that most neural networks of the day were unrealistic in important respects 27. In 2020, a team including Geoffrey Hinton argued the brain might approximate it 19. Your brain runs on about twenty watts 32. Training GPT-3 took an estimated thirteen hundred megawatt hours, more than seven thousand years of a brain's energy use 33,12.
Useful model, or misleading metaphor? 10:30
Is the brain comparison useful at all? Scientists disagree 34,35. In 2014, a team including James DiCarlo found that a network trained only to recognise objects predicted the responses of neurons in a monkey's visual cortex 34. In 2022, Jeffrey Bowers and colleagues argued that such networks explain almost none of the findings of psychology experiments, so a good prediction doesn't prove a shared mechanism 35.
Who turns the dials? 11:02
So a neural network is a stack of very simple units, each multiplying, adding and comparing 9,10. As one standard textbook puts it, they're loosely inspired by neuroscience, and the goal is not to perfectly model the brain 10. Everything a network knows lives in its weights 9. A modern one has billions of them in many layers, and nothing in the training data says which dial caused a mistake 19. How does a machine get better by being wrong?
Sources
Every factual claim in the episode is tied to one of these. Spotted an error? Tell us.
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- Brown, T. B. et al. (OpenAI, May 2020), "Language Models are Few-Shot Learners" (GPT-3) — arxiv.org
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- OpenStax, Biology 2e, §35.2 "How Neurons Communicate" (CC BY 4.0) — openstax.org
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- This episode's own worked examples, calc.py (asserted at render time; arithmetic box…
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