Social circle of scientist types around world wars
Every time I find a person from the 1900s whose thinking I love, they turn out to have been at the Macy Conferences.
I read about complex systems in fritjof capra’s web of life about von Neumann, Wiener, Bateson, Maturana. All Macy. Recently, while writing on the history of artificial neural networks, I ran into Walter Pitts and Warren McCulloch. Also Macy. I was watching lectures on how information theory started as a subject. Claude Shannon, also at Macy.
Everybody who was interesting in the 1940s was in this one room in New York, ten times across seven years.
But not everybody. Oppenheimer wasn’t there. Feynman wasn’t there. Bethe, Teller, Fermi, Bohr — none of them. They were in a different room, about 2,000 miles west, building a bomb.
So at first I thought: two rooms.
Then I started checking dates more carefully, and the picture got bigger.
The physicists hadn’t just had their revolution and gone to apply it. Their revolution had happened in a specific place, with specific people, twenty years earlier — in Göttingen and Copenhagen in the late 1920s. That was the room that produced Heisenberg, Born, Pauli, Dirac, Schrödinger. By the time of Los Alamos, that room was gone. Hitler had emptied it. The physicists at Los Alamos in the 1940s were the survivors of an earlier room that had been destroyed.
And then in 1947, right after the war ended and Macy was just starting up, the physicists had a third room — a tiny one, on Shelter Island, where Feynman and Schwinger and Bethe and Oppenheimer figured out quantum electrodynamics over three days at a country inn. That was another revolution, in parallel with Macy, almost completely disconnected from it.
So there were really four rooms, across two decades:
- Göttingen-Copenhagen (1925-1933) — the original quantum revolution
- Los Alamos (1942-1946) — building the bomb
- Shelter Island (1947-1949) — the second physics revolution
- The Macy Conferences (1946-1953) — cybernetics, information, mind
Plus a scatter of solitary minds who didn’t belong to any room.
And one man who was in all four.
The original revolution.
If you wanted to see the largest concentration of physics genius ever assembled in one place, you would go to a small university town in central Germany in the late 1920s.
Göttingen was an unlikely capital of physics. It was a sleepy academic town of about 50,000 people. It had a famous mathematics department dating back to Gauss, but no particular physics tradition. Then in 1921 a depressive, gentle Jewish physicist named Max Born took over the new Institute for Theoretical Physics there, and within five years he had built the most important physics department in the world.
The students and visitors who passed through Göttingen between 1921 and 1933 form an absurd list. Werner Heisenberg (uncertainty principle, matrix mechanics). Wolfgang Pauli (exclusion principle, neutrino prediction). Pascual Jordan (matrix mechanics, quantum field theory). Paul Dirac (relativistic quantum mechanics, antimatter prediction). Enrico Fermi (visiting from Italy). J. Robert Oppenheimer (visiting from America as a graduate student). Edward Teller. Eugene Wigner. Maria Goeppert-Mayer. John von Neumann (whose math made the whole thing rigorous).
A few hundred kilometers north in Denmark, the second pole of the revolution was Niels Bohr’s Institute for Theoretical Physics in Copenhagen. Bohr was the philosophical center of the new physics — older than the others, already famous, the man who had proposed the quantized atom in 1913. His Copenhagen Institute was where the younger physicists came to think, to argue, to thrash out the meaning of what they were calculating. Heisenberg visited constantly. Pauli came. Dirac came. The mood was rigorous but also playful — Bohr was famous for long walks during which he would change his mind three times about whether the wave function was real.
In 1925, working partly at Göttingen and partly during a hay-fever retreat to the windy island of Helgoland, Heisenberg invented matrix mechanics — the first complete formulation of quantum mechanics. He was 23. He brought his manuscript to Born, who was so impressed he refused to let Heisenberg withdraw it. Born and his student Pascual Jordan turned it into rigorous math within months. In 1926, Schrödinger in Zurich invented wave mechanics — a different-looking formulation that turned out to be mathematically equivalent. Dirac in Cambridge unified them. Pauli derived the spectrum of hydrogen. By 1927, quantum mechanics existed as a complete physical theory.
Born would receive the Nobel Prize in 1954 for his probabilistic interpretation of the wave function — the idea that quantum mechanics doesn’t predict where a particle will be, only the probability distribution of where it could be. This is the famous interpretation Einstein hated. “God does not play dice.” Born had played dice, and won.
This room had its own intoxication. The young Heisenberg later wrote that he and Bohr would argue about the meaning of quantum mechanics late into the night and emerge into the Copenhagen streets unable to remember whether they had been speaking German or Danish. Oppenheimer, visiting as a 22-year-old American graduate student, was so intimidated he had a near-breakdown. Pauli sharpened his famous savage tongue — his ultimate dismissal of a bad physics paper was “this isn’t even wrong.” They were inventing the substrate of all modern physics in real time, and they knew it.
It was also, almost entirely, a European Jewish enterprise. Born was Jewish. Pauli was half-Jewish. Einstein, Schrödinger’s intellectual sponsor, was Jewish. Many of the brightest students were Jewish. The room was sustained by a culture of central European Jewish intellectualism that had taken three centuries to build.
In 1933, Hitler came to power. Within months, the German Civil Service Restoration Law expelled Jewish professors from German universities. Born lost his position. James Franck, his Nobel laureate colleague, resigned in protest and emigrated. Within a year, the Göttingen physics department was effectively destroyed. Within two years, most of its great figures were either in exile or hiding.
The room scattered. Born went to Edinburgh. Einstein went to Princeton. Fermi went to Rome and then to America. Pauli went eventually to America. Wigner, Teller, von Neumann had already gone. Oppenheimer was already back in America. Heisenberg, controversially, stayed in Germany and led the Nazi nuclear program (a story too complex to settle here — was he secretly sabotaging it, or simply failing? The historians still argue).
The diaspora is the key fact. Almost every figure who would later show up at Los Alamos, at Shelter Island, at Princeton’s Institute for Advanced Study, at MIT, at Chicago — had passed through Göttingen or Copenhagen between 1925 and 1933. The room had been destroyed, but its inhabitants now populated a continent. American physics, which had been a backwater before 1933, suddenly inherited the entire European tradition. The Nazis, by emptying their own universities, accidentally created modern American science.
The diaspora at work.
The Manhattan Project is the room everyone has heard of. It’s the one with the Oppenheimer movie. Mesas in New Mexico, secret labs, the Trinity test, Hiroshima, Nagasaki, now I am become death. The mythology is so dense it almost obscures the more interesting historical fact: Los Alamos was Göttingen-Copenhagen’s afterlife.
Look at the senior physicists at Los Alamos and check where they came from. Hans Bethe — postdoc at Munich and Rome, briefly at Cambridge, fled Germany in 1933 because he was Jewish. Enrico Fermi — Rome physics professor, smuggled his Jewish wife out of fascist Italy after collecting his Nobel in Stockholm. Edward Teller — Hungarian Jew, Göttingen student. Eugene Wigner — Hungarian Jew, Göttingen student. Leo Szilard — Hungarian Jew, fled Germany in 1933. Niels Bohr — half-Jewish, escaped Denmark in a fishing boat in 1943. Klaus Fuchs — German communist refugee (and later, famously, Soviet spy). Stan Ulam — Polish Jew. Emilio Segrè — Italian Jew. Felix Bloch — Swiss Jew. James Franck — German Jew who had resigned from Göttingen in protest in 1933.
The Americans who hadn’t been in Europe — Oppenheimer, Feynman, Wheeler, Lawrence, Bainbridge — had nearly all studied there. Oppenheimer did his PhD at Göttingen under Born. Feynman had been trained by Bethe at Cornell. Wheeler had been Bohr’s student.
So when you picture the Los Alamos mess hall, you’re looking at the same room that had been in Göttingen and Copenhagen fifteen years earlier — older, exiled, scarred, working under American military command, building the weapon that would end the war that had destroyed their old lives.
Oppenheimer ran it. The mood was urgent, military, secret. Government money flowed freely. The deliverable was singular: don’t let the Nazis get it first. Then Germany surrendered before the bomb was ready, and the deliverable quietly mutated into: end the war with Japan, and establish American nuclear dominance for the postwar order. Many of the physicists agonized over this. Szilard tried to stop the bomb’s use after Germany fell. Bohr lobbied Roosevelt and Churchill for international control. Oppenheimer agonized publicly for the rest of his life. Teller pushed for bigger bombs.
This room produced the atomic bomb. It also produced, downstream, almost every applied physics breakthrough of the next thirty years — semiconductors, lasers, nuclear medicine, the whole infrastructure of the late twentieth century. The American national laboratory system, the modern research university, NSF funding, “big science” itself — all are direct downstream products of the wartime arrangement at Los Alamos.
What’s worth noticing for our larger picture: by 1945, the brightest minds in physics were exhausted. They had spent six years in secret, working on weapons, in remote locations. Many wanted to return to fundamental questions. Many of them would, immediately, in a third room.
The second physics revolution.
This is the room I left out of the original draft, and I shouldn’t have, because in a real sense it’s the room where modern theoretical physics begins.
In June 1947, twenty-four physicists gathered at the Ram’s Head Inn on Shelter Island, a small island off the eastern tip of Long Island. It was the first major physics meeting in America after the war. The conference cost $850 to organize. It lasted three days. It changed physics.
The attendee list is shorter than Los Alamos but the density is just as high. Oppenheimer presided (he had just been appointed director of the Institute for Advanced Study). Hans Bethe. Richard Feynman (29, brilliant, brash, completely unknown outside the wartime physicist community). Julian Schwinger (29, prodigy, son of a New York garment worker, considered Feynman’s competitive equal). I. I. Rabi. Victor Weisskopf. Edward Teller. Willis Lamb. Linus Pauling. John von Neumann (of course).
The mood was completely different from Los Alamos. As Schwinger later recalled: “It was the first time that people who had all this physics pent up in them for five years could talk to each other without somebody peering over their shoulders and saying, ‘Is this cleared?’” Five years of weapons work were over. They could finally do real physics again.
The trigger for the meeting was a tiny experimental anomaly. Willis Lamb at Columbia had measured a minuscule energy difference between two hydrogen energy levels — the Lamb shift. According to the Dirac equation, these levels should have identical energies. They didn’t. The discrepancy was tiny but real, and it pointed at something the current theory couldn’t explain.
The problem was that quantum electrodynamics (QED) — the theory of how electrons interact with photons — was technically broken. The math gave infinities. Whenever you tried to calculate something, the equations exploded. People had been ignoring this since the 1930s because there was no obvious fix.
At Shelter Island, Bethe was so stimulated by Lamb’s report that on the train ride back home, using ad hoc tricks, he produced a calculation that matched the experimental result. This was the first real prediction in modern QED.
Over the next two years — through the Pocono Conference (1948) and the Oldstone Conference (1949), the two follow-ups to Shelter Island — Feynman and Schwinger independently developed full, working, finite versions of QED. In Japan, isolated during the war, Sin-Itiro Tomonaga had developed yet another version, equivalent but earlier. Freeman Dyson, a young Englishman at the IAS, proved all three formulations were mathematically equivalent and gave the field its standard textbook treatment.
QED is now arguably the most accurate scientific theory ever produced. It predicts the magnetic moment of the electron to twelve decimal places, and experiment agrees. Feynman, Schwinger, and Tomonaga shared the 1965 Nobel Prize for it.
What’s worth noticing: this room is contemporaneous with Macy. The first Macy Conference on cybernetics was March 1946. The first Shelter Island Conference was June 1947. They overlap completely in time. They happened a few hundred kilometers apart on the East Coast of the United States. They share almost no attendees. Von Neumann is at both. Oppenheimer is at one. After that, the lists diverge entirely.
The Shelter Island physicists are a kind of intellectual continuation of Göttingen-Copenhagen. They are doing pure theory again, after the long detour of the bomb. Feynman’s path-integral formulation is, in a sense, the next chapter of Heisenberg-Schrödinger-Dirac quantum mechanics — building on it, completing it. The same lineage, picked up after the war, in a new country.
And the Macy people, meanwhile, in a New York hotel, are inventing a completely different kind of science from completely different roots.
Cybernetics, information, mind.
The other room — the fourth room — was in New York. It had no government funding, no deliverable, no urgency. It had Warren McCulloch as chairman, and over ten conferences between 1946 and 1953, it had basically everyone who would later seed the fields we now call hot.
These were people whose fields hadn’t had their revolution yet. They were doing for biology, computation, and cognition what physicists had done forty years earlier — laying the conceptual foundations of fields that didn’t exist yet. Cybernetics. Cognitive science. Information theory. Systems biology. Complex systems. Artificial intelligence.
If you sit in 2026 and list the fields that feel most alive right now — AI, neuroscience, network science, machine learning, systems thinking, biosemiotics — the seeds of every single one of them were planted in that room.
Let me introduce them one by one.
Warren McCulloch — the chairman
Without McCulloch, there is no Macy. He chaired the conferences, picked the attendees, set the tone, and held the whole thing together for seven years. He was the social and intellectual center of the room.
He was born in New Jersey in 1898 into a religious family and was supposed to become a Christian minister. As a teenager he hung out with prominent theologians and was mentored by a Quaker philosopher named Rufus Jones. The young McCulloch asked Jones a question that would haunt him for the rest of his life: “What is a number, that a man may know it, and a man, that he may know a number?”
Jones reportedly replied: “Friend, thee will be busy as long as thee lives.”
That was the question. What McCulloch wanted to know was: how does the physical meat of a brain produce abstract knowledge? How does the human body — finite, biological, made of cells — somehow grasp infinite mathematical truths? This is the same question Gödel, Russell, and Pitts were each attacking from different angles. McCulloch came at it through the brain itself.
He served in the Navy in WWI, then collected an absurd stack of credentials: BA in philosophy and psychology from Yale, MA in psychology from Columbia, MD from Columbia Physicians and Surgeons. He worked at Bellevue, then at a state hospital for the insane, then at Yale’s neurophysiology lab, then moved to Chicago in 1941 to direct the Illinois Neuropsychiatric Institute. He’d built himself into the rare person who understood philosophy, psychology, neuroanatomy, and clinical psychiatry — all in service of his single question.
Then in 1942, an 18-year-old runaway named Walter Pitts showed up at his door in Chicago. McCulloch and his wife Rook took him in. Within a year, they wrote the paper that founded artificial neural networks.
What made McCulloch the natural chairman of Macy was something rarer than intelligence. He was a connector. He had what one biographer called the temperament of “an intellectual showman” — he held court, told stories, recited his own sonnets at dinner parties, sported a spectacular beard, and made everyone in the room feel like they were part of something exciting. He invited mathematicians and anthropologists to the same conferences because he didn’t see boundaries between fields. He saw one big problem — mind, brain, knowledge — and recruited anyone he thought could attack it.
His range was almost comic. He was a serious neurophysiologist publishing on glucose tolerance and brain mapping. He was a philosopher who wrote essays with titles like “What is a number that a man may know it, and a man, that he may know a number?” and “Why the mind is in the head.” He was a published poet — his collection The Natural Fit was the first book of poetry ever published by the Chicago Literary Club. He designed buildings. He built a dam on his Connecticut farm with his own hands. He chain-smoked and drank whiskey and stayed up until dawn arguing.
He was also, by all accounts, an exceptional mentor. Pitts wasn’t his only adopted intellectual son — McCulloch took in young brilliant misfits the way some people take in stray cats. His house in Old Lyme, Connecticut became a kind of permanent salon, with grad students, postdocs, and various Macy attendees passing through.
The dark turn in his life was the 1952 break with Wiener. The two had been close collaborators — Wiener had championed McCulloch and Pitts’s work, brought them into the Macy circle, helped Pitts get to MIT. Then Wiener’s wife Margaret, reportedly out of dislike for McCulloch’s lifestyle and his closeness with their daughter, told Wiener that McCulloch’s grad students had seduced their daughter in Chicago. The story appears to have been false. But Wiener believed it, refused to ever speak to either McCulloch or Pitts again, and the closest thing the cybernetics movement had to a heart was effectively severed.
Pitts collapsed. McCulloch survived but the movement was wounded. The Macy Conferences ended the next year.
McCulloch worked on at MIT until his death in 1969. He kept publishing, kept mentoring, kept writing poetry. He just never quite got back what he had in those Macy years.
Walter Pitts — the prodigy
We already met Pitts in passing, but he was the soul of the Macy room, so he belongs here properly.
He ran away from an abusive home in Detroit as a child. At twelve, hiding from bullies in a public library, he read all three volumes of Russell and Whitehead’s Principia Mathematica — the same book the Vienna Circle was building on, the same book Gödel had partially demolished — and wrote a letter to Bertrand Russell pointing out errors in it. Russell was impressed enough to invite him to Cambridge. Pitts couldn’t afford to go.
At fifteen, he ran away again, this time to the University of Chicago, where he attended Russell’s lectures when Russell was visiting. He never formally enrolled at any university. Never got a high school diploma, never got an undergraduate degree, never got a PhD. He just hung around brilliant people and absorbed everything.
In 1942, at 18, homeless, he met Warren McCulloch. McCulloch was 44, married, with a family. He took Pitts in. They worked together every night after dinner. Within a year they produced “A Logical Calculus of the Ideas Immanent in Nervous Activity” — the paper that founded the field of artificial neural networks, that gave us the McCulloch-Pitts neuron, that is the direct ancestor of every deep learning system in use today.
Pitts was 20 when it was published.
He then drifted into the Macy circle, became close with Wiener, was treated like a son by him. In 1952, Wiener cut off all contact with Pitts and McCulloch. Pitts, who had no family, no formal credentials, and depended entirely on these relationships, never recovered.
He destroyed his unpublished dissertation — reportedly an extension of the 1943 model to continuous-valued signals and three-dimensional connectivity, which is essentially deep learning. We had to reinvent that idea over the next sixty years.
He started drinking heavily. He died in 1969, at 46, of alcohol-related causes. The same year McCulloch died. Within months of each other. The two men who had built artificial neural networks went out together.
Norbert Wiener — the prodigy who became a prophet
Wiener gave the field its name. He coined “cybernetics” in 1948, from the Greek kybernētēs — “steersman” — to describe the science of control and communication in animals and machines. Without him, there’s no word for what these people were doing. Without him, possibly no Macy at all. He was the gravitational center of the room, even when McCulloch was technically the chair.
He was also one of the most damaged people in this entire story, and that’s saying something.
His father, Leo Wiener, was a Harvard professor of Slavic languages — a Polish-Jewish immigrant who claimed descent from the medieval philosopher Maimonides, who taught himself dozens of languages, who once translated all 24 volumes of Tolstoy into English in 24 months. Leo decided early that he would manufacture a child prodigy. He would prove that genius wasn’t a matter of birth — it was a matter of pedagogy. His son would be the demonstration.
So Leo homeschooled Norbert with brutal intensity. The child was reading Dante and Darwin at seven. He entered high school at nine, graduated at eleven, started college at Tufts at eleven, finished his BA in mathematics at fourteen. He went to Harvard for a graduate degree in zoology, discovered he was hopeless at lab work, switched to philosophy on his father’s instruction, and finished his PhD at Harvard at age eighteen. His dissertation was on mathematical logic.
The price was the child’s psyche.
Leo was an emotional tyrant. The biography by Conway and Siegelman, Dark Hero of the Information Age, draws on family documents that suggest the full picture: Leo would explode in rage at any wrong answer, would publicly humiliate Norbert in front of relatives, would take all credit for Norbert’s achievements while attributing every failure to the boy’s deficiencies. Leo did indeed produce a prodigy, but a damaged one who would spend much of the remainder of his life combating the manic depression and psychological vulnerability induced in his youth.
Wiener wrote two autobiographies about this. The first was titled Ex-Prodigy (1953). The title tells you what he wanted to escape from.
He joined MIT’s math department in 1919, at 24, and stayed there until he died 45 years later. In between, he produced an astonishing range of mathematical work — Wiener processes (the mathematics of Brownian motion, which is the foundation of modern stochastic calculus and financial mathematics), the Wiener filter (still used in signal processing today), and major contributions to harmonic analysis, ergodic theory, and the foundations of statistical mechanics.
He worked on radar-guided anti-aircraft guns during WWII. This is where the seed of cybernetics was planted. The problem with shooting down a German plane was that you couldn’t aim where it currently was — by the time the shell got there, the plane would have moved. You had to predict where the pilot would evade to. Which meant you had to model the pilot as a feedback system: the pilot sees the shells, adjusts course, you predict the adjustment, you fire ahead. The gun, the pilot, and the predictor were one coupled system with information flowing in loops.
Wiener realized this was the same structure as a thermostat, or a homing missile, or the human nervous system maintaining body temperature, or an economy adjusting prices. Feedback was the universal pattern. Information was the substance flowing through it. This was cybernetics.
After Hiroshima, Wiener did something almost unheard of for a scientist of his stature. He publicly refused to do any more military research. He wrote an open letter to the Atlantic Monthly in 1947 titled “A Scientist Rebels,” announcing he would no longer share his work with the Pentagon. He spent the rest of his career trying to redirect cybernetics toward humane uses — labor, medicine, society. His 1950 book The Human Use of Human Beings warned, decades before anyone else, that automation would displace workers and that we needed to design technology around human dignity, not corporate efficiency. Read it now and it sounds like it was written yesterday.
The Macy years were probably the happiest of his life. He had McCulloch as a co-conspirator. He had Pitts as a kind of son. He had a circle of brilliant friends — von Neumann, Shannon, Mead, Bateson — who treated him as a peer rather than as a freak ex-prodigy. He was finally inside a community.
And then in 1952, he ended it himself.
The story is murky and sad. Wiener was deeply attached to his elder daughter, Barbara. His wife Margaret — a German immigrant whom Wiener had married in 1926, reportedly an admirer of Nazi ideology even after the war — disliked McCulloch and the bohemian atmosphere of his Chicago house. Margaret told Norbert that during Barbara’s visit to Chicago, McCulloch’s male graduate students had seduced her. This appears to have been false; the story doesn’t hold up to scrutiny, and Margaret had motive to fabricate it.
But Wiener believed it. And the man who had spent his whole life trying to escape his father’s emotional violence proceeded to inflict the same kind of violence on his closest collaborators. He sent McCulloch a furious letter, ended all communication, refused to attend any Macy meeting McCulloch would be at. He cut off Pitts too — the kid he’d been a father figure to for a decade.
The Macy Conferences ended the next year. The cybernetics movement lost its momentum. Pitts began the slow disintegration that would kill him. McCulloch never quite recovered. Wiener himself spent the rest of his life trying to claim sole credit for cybernetics and writing increasingly defensive autobiographies.
He died in 1964 in Stockholm, of a heart attack, while accepting an honor.
The shape of his life is the most unbearable kind. He was treated like a manufactured object as a child. He grew into a brilliant adult who saw, more clearly than anyone, that feedback and information were the structure of everything — including human suffering. He built a community that gave him, for the first time, the kind of love and equality he’d never had. And then, when his wife told him a story that triggered the old wounds, he destroyed the community with the same emotional violence his father had used on him.
His final book, God & Golem, Inc., published the year he died, was a meditation on whether scientists were creating machines they could not control. He won the National Book Award for it. He was thinking, at the end, about whether the things we build out of our deepest desires turn into monsters that consume us.
He was probably also thinking about himself.
John von Neumann — the universal mind
Most accounts of von Neumann eventually give up trying to describe him and just start quoting his peers. Hans Bethe said: “I have sometimes wondered whether a brain like von Neumann’s does not indicate a species superior to that of man.” Eugene Wigner, a Nobel laureate himself, said that von Neumann was the only genuine genius he had ever met. Edward Teller said: “If a mentally superhuman race ever develops, its members will resemble Johnny von Neumann.”
These were not casual compliments from outsiders. These were people who routinely worked alongside the most brilliant minds of the twentieth century, comparing notes and saying yes, the brightest one is him.
He was born János Neumann in Budapest in 1903, into a wealthy Jewish family — his father was a banker who later received a noble title from the Habsburg emperor, which is where the “von” comes from. By age six he could divide eight-digit numbers in his head. By eight he was doing differential calculus. He spoke Hungarian, German, French, English, and Italian fluently, and read ancient Greek and Latin. His party trick as a child was memorizing entire pages of the phone book and reciting them back to dinner guests on request. As an adult, he could recite from memory long passages of Goethe’s Faust or the entirety of Dickens’s A Tale of Two Cities.
Budapest in his generation produced an absurd cluster of geniuses — the so-called “Martians of Budapest”: von Neumann, Edward Teller, Leo Szilard, Eugene Wigner, Theodore von Kármán, Paul Erdős. All Hungarian Jews, all born within a few years of each other, all ending up at the heart of American science. There’s a joke from Los Alamos that the Martians were a superior alien race who chose to call themselves Hungarians because nobody else could pronounce their names. Von Neumann was the brightest Martian.
His father, sensibly worried that pure mathematics wouldn’t feed a family, made him study chemistry simultaneously. Von Neumann obliged. He earned a chemical engineering degree from ETH Zürich and a PhD in mathematics from Budapest in the same year, 1926, at age 22. His PhD thesis solved a deep problem in set theory that had been open for decades.
By his mid-twenties he had reshaped multiple fields. He gave quantum mechanics its rigorous mathematical foundation (his 1932 book Mathematical Foundations of Quantum Mechanics is still the standard text). He founded modern game theory. He proved the minimax theorem. He invented operator algebras (now called von Neumann algebras). He produced foundational work in ergodic theory.
He arrived at Princeton in 1930. When the Institute for Advanced Study was founded in 1933, he was one of its first six professors, alongside Einstein and Weyl. He was 30. At the IAS, he was reportedly the only person Einstein deferred to on mathematics.
Then came the war, and von Neumann revealed a side of himself that nobody had quite seen before: he turned out to be a brilliant practical problem-solver. The pure mathematician became a weapons designer. At Los Alamos, working with Oppenheimer’s team, he solved the implosion problem for the plutonium bomb. The plutonium “Fat Man” device needed to be compressed to supercritical density by a precisely shaped explosive lens — the geometry was fiendishly difficult, and von Neumann figured it out. Without his math, the Nagasaki bomb does not work.
He also, by some accounts, picked the bombing targets. He sat on the committee that selected Hiroshima and Nagasaki. He argued for choosing cities with intact infrastructure so the damage could be measured precisely. He never seemed to be tortured by this the way some others were — Oppenheimer agonized; Szilard turned against the bomb; von Neumann pushed straight on, advocating for hydrogen bombs and even, briefly, for a preventive nuclear war against the Soviet Union before they could develop their own bombs. (He later softened on this, but never repudiated it cleanly.)
The same brain was also, simultaneously, inventing modern computing. His 1945 “First Draft of a Report on the EDVAC” defined the architecture every computer uses to this day: stored programs, separate memory and processor, sequential execution. We literally still call computers “von Neumann machines.” He oversaw the construction of the IAS machine, one of the first stored-program computers ever built, and used it to run the calculations for the hydrogen bomb.
He attended every Macy Conference. He was deep in conversation with McCulloch and Pitts about the relationship between brains and computers. His 1958 posthumous book The Computer and the Brain asked, in clean technical language, what it would mean for the brain to be a computational device. Almost every modern conversation in AI alignment, computational neuroscience, and theoretical computer science traces back to questions he was raising in the early 1950s.
He also invented cellular automata — the idea of grids of simple cells following simple rules that produce complex behaviors — which directly led to John Conway’s Game of Life, Stephen Wolfram’s work, and modern artificial life research. He proved that machines could in principle self-replicate, opening the door to nanotechnology and synthetic biology.
He did all this while throwing constant loud parties. He was famous for them. His house in Princeton hosted weekly gatherings where mathematicians, physicists, politicians, and military brass drank and argued until 2 AM. He drove cars badly — he was in multiple accidents because he liked to do arithmetic while driving. He preferred sloppy mathematics that worked over elegant mathematics that didn’t. He was the rare pure mathematician who openly enjoyed money, power, and the company of generals.
His personality was almost the opposite of every other figure in this essay. He was warm. Sociable. Funny. Confident. Generous to younger mathematicians. Unburdened by visible neurosis. Where Gödel saw poisoners in every shadow, von Neumann saw cocktail parties to attend.
And then in 1955, the universe corrected.
He developed shoulder pain. It turned out to be bone cancer — possibly caused by radiation exposure at the Bikini Atoll bomb tests he had observed. By 1956 it had metastasized to his spine and then his brain. The brain that had computed the implosion lens, the von Neumann architecture, game theory, quantum foundations — that brain was being eaten by cancer.
He didn’t take it well.
This is one of the most disturbing endings in the history of science. The man who had been confident and rational and unflappable his entire life fell apart completely as his mind failed. He had been a non-practicing Jew his whole life, sometimes openly contemptuous of religion. As death approached, he summoned a Catholic priest and was received into the Catholic Church. (Asked why, he reportedly cited Pascal’s Wager — if God exists, there’s infinite payoff to belief; if not, you’ve lost nothing. It was a game-theoretic conversion.)
He screamed in terror at night. His hospital room at Walter Reed Army Medical Center was guarded by military personnel because his colleagues were genuinely afraid he would mutter classified information in his pain or delirium. Generals sat by his bed taking notes in case he said something operationally important.
His brother read to him from Goethe’s Faust in the original German as he was dying. He could still complete sentences his brother started. The brain was failing but the deep memory remained, dredging up lines memorized fifty years earlier in Budapest.
He died on February 8, 1957, age 53. Just at the moment when his ideas about computers, automata, and self-replication were about to become the foundation of the digital age he had largely invented.
Gödel, who almost never wrote to anyone except Einstein, sent him a letter a few months before his death. After perfunctory inquiries about his health, Gödel got to what he really wanted to say: he had been thinking about a problem. Could every mathematical question that can be checked quickly also be solved quickly?
This is now called the P vs NP problem. It is the most important open question in theoretical computer science. Gödel sent it, in the form of a private letter, to the dying von Neumann. He thought, correctly, that von Neumann was the one person who might understand it.
We don’t know if von Neumann was lucid enough by then to read it. The letter went unanswered.
The two greatest logicians of the century, in their final exchange, were puzzling over the limits of computation — the field von Neumann had just founded. Sixty-five years later, we still don’t know the answer.
Claude Shannon — the playful one
If everyone else in this essay seems to have lived life at extremes — Pitts in alcohol, Gödel in paranoia, Wiener in his father’s shadow, von Neumann at the bomb tests — Shannon is the one figure who seems to have just enjoyed himself.
He gave us information theory. Not “contributed to” — gave us. There were people before him thinking vaguely about communication, but Shannon’s 1948 paper “A Mathematical Theory of Communication” essentially landed from outer space, fully formed, and created an entire field that didn’t exist the week before. He defined the bit. He proved you could send arbitrarily large amounts of information through a noisy channel with arbitrarily small error if you encoded it cleverly enough — a result that seemed impossible and turned out to be true. Every cell phone call, every Wi-Fi connection, every Mars rover signal, every DNA sequencing run, every compression algorithm is built on Shannon’s math.
His master’s thesis at MIT, written when he was 22, applied Boolean algebra to the design of electrical circuits. It has been called “possibly the most important master’s thesis of the twentieth century.” He showed that any logical operation could be implemented by switches arranged in series and parallel — turning logic into engineering and engineering into logic. Every digital circuit ever designed traces back to this thesis. He did it in his spare time.
He was born in 1916 in Michigan. As a child he ran a telegraph line between his house and a friend’s house out of barbed wire on top of a fence. He grew up reading Edgar Allan Poe — his favorite story was “The Gold Bug,” about a man decoding a cryptogram to find buried treasure. He stayed interested in cryptography for the rest of his life; during WWII he worked at Bell Labs on encrypted voice communication (the famous SIGSALY system that let Roosevelt and Churchill talk securely) and met Alan Turing for several months in 1943 — they had lunch together every day, talking around the edges of their separately classified projects.
After the war, he wrote the information theory paper, attended the Macy Conferences, and then — this is the part nobody quite expected — he basically stopped doing serious work and devoted himself to having fun.
He took a professorship at MIT in 1956. He didn’t really like teaching, and after a few semesters told MIT he’d prefer to stop. They let him. He spent the rest of his career in a kind of self-designed retirement, in his basement workshop in Winchester, Massachusetts, building things for no particular reason.
The list of things Shannon built for fun is one of my favorite documents in the history of science:
- A mechanical mouse named Theseus that could navigate a maze and remember the solution. It is plausibly the first machine to demonstrate machine learning. He built it in 1950.
- THROBAC (THrifty ROman-numeral BAckward-looking Computer) — a calculator that did arithmetic entirely in Roman numerals, because he thought it was funny.
- A juggling W.C. Fields automaton that was supposed to juggle but mostly didn’t work.
- A “Useless Machine” — a box with a switch on it; when you flipped the switch, a mechanical hand emerged from the box, flipped the switch back off, and retracted. Marvin Minsky designed an early version; Shannon built and refined it. There is no purpose.
- A two-seater unicycle — nobody wanted to ride it with him.
- A unicycle with an off-center hub, which made him bob up and down like a duck as he rode it. Colleagues came out into the corridors to watch.
- Flame-throwing trumpets.
- A rocket-powered Frisbee.
- Plastic foam shoes he used to walk across a nearby lake. From a distance it looked like he was walking on water.
- A motorized pogo stick — he said this would let him retire the unicycle his colleagues feared, but he never did.
- A wearable computer that he and Ed Thorp used to beat the roulette tables in Las Vegas. (Yes — Shannon was a successful card and roulette cheater. He and Thorp’s wearable computer worked by predicting where the ball would land based on its initial velocity and rotation. They split the winnings.)
- A chess-playing machine — his 1950 paper on computer chess essentially founded the field. Every chess engine since traces to Shannon.
He famously rode his unicycle up and down the long corridors at Bell Labs, often juggling at the same time, nodding politely at colleagues as he passed. Nobody knew whether the juggling-while-unicycling was preparation for some new theorem or whether he just liked it. The answer was probably: both.
He fell in love with juggling specifically. He developed a mathematical theory of juggling — a relationship between number of balls, number of hands, time in hand, time in flight, and time empty. He published it in 1980. He could juggle four balls reliably. He wanted five but his hands were too small; he often complained about this.
In his eighties his memory began to fail. He was diagnosed with Alzheimer’s. His wife Betty cared for him at home as long as she could. He died in 2001, at 84. By the end, he didn’t really remember that he had invented information theory or that the entire digital civilization being built around him owed him its existence.
What I love about Shannon is that he is the one figure here who doesn’t seem to have been driven by suffering, ambition, or fear of failure. He just kept doing what amused him. The same brain that produced the most important master’s thesis of the twentieth century also produced flame-throwing trumpets. He didn’t apparently see a difference. Both were objects of curiosity. Both were fun to figure out.
In the social geography we’re mapping in this essay — the bomb-builders driven by urgency, the cyberneticians driven by ambition, the loners driven by inner demons — Shannon stands slightly apart. He attended Macy. He was respected by everyone. But he was never in any single project the way Wiener or McCulloch were. He just happened to live nearby and drop in.
He’s the reminder that you don’t have to be tortured to do great work. You can also just be a slightly strange person who likes building things and following your curiosity, and the great work happens as a side effect.
Gregory Bateson and Margaret Mead — the anthropologists who came home
Most of the figures in this essay are people I’d describe as central to one thing — Wiener to cybernetics, Gödel to logic, Shannon to information theory. Bateson and Mead are different. They were anthropologists who came at the Macy questions sideways, from human cultures rather than from mathematics or biology. And their lives are tangled with each other in a way that makes it almost impossible to tell either story alone.
Mead was the more famous of the two. She was probably the most famous anthropologist of the twentieth century, period. Born in Philadelphia in 1901, daughter of academics, she did her PhD at Columbia under Franz Boas — the founder of American cultural anthropology, the man who established that “race” was a social construction rather than a biological category. Mead was Boas’s intellectual heir.
At 23 she went alone to American Samoa to study adolescent girls. The resulting book, Coming of Age in Samoa (1928), was a bombshell. She argued that the angst, sexual repression, and identity crises that American teenagers were going through were not biological inevitabilities but products of American culture. In Samoa, she reported, adolescence was easy, sexuality was relaxed, and young women moved into adulthood without trauma. The implication — explosive in 1928 — was that American sexual mores were arbitrary, and we could choose differently.
The book sold huge numbers. It made Mead a public intellectual at 27. For the rest of her life she would be the anthropologist most Americans had heard of, the one who showed up on TV, testified before Congress, wrote columns for Redbook magazine. She made anthropology mean something to the general public in a way it never had before and never has since.
Her personal life kept pace with her ideas. She married three times. Her first husband, Luther Cressman, was a theology student she married at 22 and divorced at 27. Her second was Reo Fortune, a brilliant and difficult New Zealand anthropologist she met on a boat back from Samoa.
It was with Fortune, in 1932, deep in the Sepik River region of New Guinea, that she met Gregory Bateson.
Bateson was English aristocracy, in the intellectual sense. His father, William Bateson, was a famous biologist who coined the word “genetics.” William named his son Gregory in honor of Gregor Mendel, the monk who had founded genetics. The pressure on the boy must have been intense, and it got worse: Bateson had two older brothers, both of whom were expected to be the scientific stars of the family. The eldest died in WWI. The second committed suicide. Gregory, the unloved third son who was supposed to be the family disappointment, was suddenly the only son left.
He went to Cambridge, studied biology to please his father, switched to anthropology when his father couldn’t stop him, and ended up — through a strange chain of circumstances — in New Guinea among the Iatmul people, alone, learning their language and studying a ritual called naven in which men dressed as women and women dressed as men to celebrate the achievements of their nephews and nieces.
Mead and Fortune turned up at his fieldsite. They had been miserable together for months. Bateson was lanky, brilliant, English in the way that Mead, who was small, intense, and American, found exotic. The three of them sat together in mosquito nets in the jungle for weeks, theorizing about culture and personality. It was an actual love triangle in a real jungle. Mead and Bateson fell in love. By the end of the trip, Mead’s marriage to Fortune was finished.
She divorced Fortune in 1935. Married Bateson in Singapore in 1936. They went immediately to Bali for two years of fieldwork. They produced together one of the most extraordinary ethnographic archives ever assembled — 25,000 photographs, 33,000 feet of motion picture film — documenting Balinese culture, child-rearing, trance, dance, and the entire texture of village life. They invented modern visual anthropology in those two years.
They had one daughter, Mary Catherine Bateson (who later became an important anthropologist herself).
The marriage didn’t survive World War II. The exact reasons are murky — there are letters indicating Mead’s bisexuality and her ongoing emotional entanglement with the anthropologist Ruth Benedict; there are accounts of Bateson’s complicated personality and his difficulty with the constant Mead-as-celebrity dynamic. They separated in 1947 and divorced in 1950. They remained professionally close and friendly for the rest of their lives.
What’s relevant for our story is what happened after the divorce. Both of them, separately, found their way into the Macy circle.
Mead and Bateson had been at the very first Macy meeting in 1942 — they were among the original organizers, helping Frank Fremont-Smith plan it. They brought to the cybernetic conversation something nobody else in the room had: the anthropological mind. Where Wiener and von Neumann thought about feedback in terms of guided missiles and computers, Mead and Bateson thought about it in terms of human cultures, family dynamics, ritual cycles, mother-infant interactions.
This turned out to matter enormously.
Mead’s specific contribution to Macy was insistence that human social systems could be analyzed with the same cybernetic tools as machines. She pushed the field toward what would become family systems theory, organizational behavior, and modern sociology of communication. Without Mead, cybernetics would have stayed an engineering discipline.
Bateson went deeper. After the divorce, he moved to California, ended up working at a VA hospital in Palo Alto studying schizophrenia, and in 1956 published the paper that made his name: “Toward a Theory of Schizophrenia.” In it, he proposed the double bind theory — the idea that schizophrenia could arise from chronic exposure to contradictory communications you can’t escape or comment on. (E.g., a mother who says “I love you” while physically withdrawing from her child, and who punishes any attempt to point out the contradiction.) The theory turned out to be wrong about schizophrenia specifically, but it founded family therapy as a discipline and reshaped how we think about communication and pathology.
He kept going. He studied dolphin communication. He studied octopus learning. He thought about ecology long before it was fashionable. His book Steps to an Ecology of Mind (1972) is a collection of essays that includes some of the most important early writing on how minds are not just brains — they are processes distributed across organisms and environments. He’s the great-grandfather of what’s now called 4E cognition (embodied, embedded, enactive, extended). He’s also the intellectual hero of much of the environmental movement, the systems thinking tradition, and the school of psychotherapy that runs through Milan, Palo Alto, and modern family therapy.
In the 1970s, Bateson became something nobody predicted: a guru figure for the California counterculture. He lived at Esalen Institute for a while. He gave lectures to crowds of hippies who were trying to figure out how minds, ecosystems, and societies fit together. He talked about epistemology — the question of how we know things — with the seriousness of someone who realized the planet’s survival might depend on getting it right. He died in 1980 at the Zen Center in San Francisco, in the kind of place where his late-life thinking had finally found a home.
Mead kept her own arc. She became a kind of public moral authority — a small, sharp, white-haired woman with a forked walking stick that became her trademark. She advocated for women’s rights, civil rights, nuclear disarmament. She popularized the idea that culture shapes character. She was so visible that the FBI maintained a file on her. She died in 1978, of pancreatic cancer, at 76.
In their final years they had circled back to each other. They had been friends, lovers, collaborators, ex-spouses, co-parents, intellectual peers. They had been on opposite coasts but in constant correspondence. When Mead died, Bateson outlived her by less than two years.
What’s worth understanding about them, for the Macy story, is that they were the anchor in human reality for a movement that could easily have floated off into pure mathematics. McCulloch and Pitts could have built artificial neurons forever without anyone asking what they meant for human lives. Wiener could have stayed inside his equations. Von Neumann could have stayed inside his bombs. Mead and Bateson kept dragging the conversation back to: what does this mean for how mothers talk to children? What does this mean for cultures? What does this mean for ecosystems?
They are the reason cybernetics seeded family therapy, environmental thought, organizational psychology, and the whole sprawling complex-systems tradition that goes through Maturana, Varela, and onward. The pure mathematicians made the math. The anthropologists made it matter.
Heinz von Foerster — the Viennese magician
Some of the people in this essay you’d want to have had as a teacher. Heinz von Foerster is the one you’d want to have had as a grandfather.
He lived to be 90. He was small, charming, played the piano, did stage magic tricks, loved Wittgenstein (he had memorized large parts of the Tractatus), and spoke with a Viennese accent until the day he died. He was a kind of human bridge between the world of pre-war Vienna — Wittgenstein, the Vienna Circle, Schoenberg, Klimt — and the world of late-20th-century California cybernetics. The world that started with Gödel quietly attending Carnap’s lectures ended with von Foerster lecturing at Esalen to crowds of curious hippies. He carried that thread.
He was born in Vienna in 1911 into an aristocratic family of architects, artists, and intellectuals. His great-grandfather had designed half of Vienna’s Ringstrasse. His mother was a feminist activist. Ludwig Wittgenstein was a distant cousin and, by some accounts, a childhood playmate. As a teenager, Heinz occasionally sat in on Vienna Circle meetings — the same meetings the young Gödel was attending silently — and absorbed the logical positivist project from inside, even as he came to distrust its certainties.
He studied physics at the Technical University of Vienna. Then the Nazis came.
Von Foerster was partly Jewish on his grandfather’s side. In Vienna this would have been a death sentence. He did something audacious: he moved to Berlin, the capital of the Reich, on the theory that the safest place to hide was in the middle of the storm. With the help of an employer who declined to check his papers too carefully, he worked in radar laboratories throughout the war, hiding his ancestry in plain sight. He completed his physics PhD at the University of Breslau in 1944, in the final year of the war. His wife and three sons survived with him.
When the war ended he went back to a ruined Vienna and tried to start a career. The city had nothing to offer him. In 1949, he emigrated to the United States and arrived at the University of Illinois with almost no English.
His arrival at Macy is one of the great accidents of cybernetics history. He had written a short book in German called Das Gedächtnis (Memory) — a quantum-physical theory of how human memory might work. McCulloch read it and was charmed. McCulloch invited him to the next Macy Conference, immediately, despite the fact that von Foerster’s English was so poor he could barely follow the conversation. McCulloch then assigned him to be the editor of the Macy conference proceedings, with the explanation that this would force him to learn English fast. It worked. Von Foerster edited the proceedings of the last five Macy conferences. He learned English by listening to the cleverest people in America argue about cybernetics.
It was von Foerster who, after Wiener published his 1948 book, suggested that the Macy conferences adopt “cybernetics” as their official name. The brand-naming of the field is partly his.
After Macy ended, von Foerster founded the Biological Computer Laboratory at the University of Illinois (1958-1975), which became the institutional home of post-Macy cybernetics. He published densely, taught generations of students, and developed his most distinctive idea: second-order cybernetics.
Here’s the move. First-order cybernetics studies feedback systems — thermostats, missiles, brains — as if they were objects you could observe from the outside. The observer is separate from the observed. Second-order cybernetics asks: what about the observer? The observer is also a feedback system, also a cognitive process, also subject to the same dynamics. You can’t cleanly separate “the system being studied” from “the system doing the studying.” Knowledge is not a mirror of reality; it’s a construction by an organism trying to maintain itself.
This sounds esoteric but it has huge downstream consequences. Second-order cybernetics is the philosophical foundation of radical constructivism in epistemology, of autopoiesis in biology (Maturana and Varela explicitly built on von Foerster), of family therapy in psychology (where the therapist is part of the system they’re treating), and of large parts of complexity theory. The idea that observers are part of what they observe — which is a recurring intuition you find in quantum mechanics, in anthropology, in psychology, in modern AI alignment thinking — has von Foerster as one of its main twentieth-century formalizers.
He retired in 1975, moved with his wife to a remote ranch in Pescadero, California, and spent the next 27 years as one of the most genial elder statesmen of complexity theory. He gave interviews. He hosted visiting scholars in his living room. He did magic tricks. He told stories about Vienna in the 1920s. He coined aphorisms — his favorite was “act always so as to increase the number of choices.”
He died in 2002 at 90, the last of the original Macy core to go. He outlived all of them by decades — Pitts by 33 years, McCulloch by 33, Wiener by 38, von Neumann by 45, Mead by 24, Bateson by 22. He was the last living witness to that room.
W. Ross Ashby — the British psychiatrist who built brains
Ashby is the least famous of the names in this section and the most professional in his life — no scandals, no tragedies, no breakdowns. Just a quiet British psychiatrist who built one of the most important conceptual machines of the twentieth century.
He was born in London in 1903. Trained as a medical doctor. Specialized in psychiatry. Worked for decades at the Barnwood House Hospital and the Burden Neurological Institute in England, treating patients while thinking about the deeper question: how does a brain adapt to its environment?
In 1948, he built a machine he called the Homeostat — a small electromechanical device that could re-stabilize itself when disturbed. You’d push it out of equilibrium and it would, through internal feedback, find a new equilibrium. It wasn’t pre-programmed for any specific environment; it would adapt to whatever conditions you put it in. Ashby called it “the closest thing to a synthetic brain so far designed.”
The Homeostat was, in a real sense, the first artificial self-organizing system. It was an existence proof that you could build a machine which exhibited learning-like behavior without being told what to learn. Modern reinforcement learning, modern adaptive control, modern artificial life — all of them have the Homeostat in their ancestry.
He attended the Macy Conferences as one of the British representatives. He brought a peculiarly British combination of empirical psychiatry and pure mathematics. He wasn’t flashy. He didn’t tell stories. He just kept showing up with rigorous formal models of how complex systems could self-regulate.
Two books made his reputation: Design for a Brain (1952) and An Introduction to Cybernetics (1956). The latter is still the cleanest textbook introduction to cybernetic thinking ever written — generations of complex-systems researchers have started there. He formulated the Law of Requisite Variety: only variety can absorb variety, meaning that for a control system to handle a complex environment, the control system itself must be at least as complex as the environment. This sounds obvious until you realize it’s a hard mathematical constraint that explains why simple bureaucracies fail at complex problems, why ecosystems resist single-cause interventions, and why one-size-fits-all policies break.
Ashby moved to the University of Illinois in 1961, joining von Foerster’s Biological Computer Laboratory. He spent the rest of his career there, with quiet collaborations and steady publishing. He died in 1972 at 69, of natural causes, in his sleep, at home in England where he had returned to retire.
His life has no biographical drama at all. No childhood trauma, no breakdowns, no rivalries, no scandals. He married once, stayed married, had two daughters, did his work, retired, died. The Wikipedia article on him is short.
But the ideas he produced are still pulling weight sixty years later. Every time someone designs an adaptive system — a thermostat, an autopilot, an AI training loop, an ecological policy intervention — they are working in territory Ashby mapped. He’s the reminder that the Macy Conferences weren’t just full of larger-than-life characters. Some of the people in the room were just quiet professionals doing extraordinary work because they took the questions seriously and stayed at them.
You don’t need to be a tragic figure to change the world. Sometimes you just need to build the Homeostat.
How the hell was one person in every room?
If you’ve been paying attention, you’ve noticed the pattern by now. We’re in Göttingen in 1927 — von Neumann is there, a young postdoc giving quantum mechanics its rigorous mathematical foundation. We’re at Los Alamos in 1944 — von Neumann is there, designing the implosion lens. We’re at Shelter Island in 1947 — von Neumann is there, listening to Feynman and Schwinger. We’re at every single Macy Conference from 1946 to 1953 — von Neumann is there, deep in conversation with McCulloch and Pitts about brains and computers.
He is also at Princeton’s Institute for Advanced Study from 1933 onwards, where Einstein and Gödel walk the same hallways. He oversees the construction of the IAS computer. He writes The Computer and the Brain. He invents game theory. He invents cellular automata. He defines the architecture every digital computer still uses. He picks targets for atomic bombs. He advises five US presidents. He attends roughly half the important scientific meetings on the East Coast for thirty years.
How is this possible? How is one person in every room?
It’s worth pausing on this, because the answer is genuinely interesting and reveals something about what made the 20th century work the way it did.
Part of the answer is raw cognitive horsepower. Von Neumann could read and remember an entire book in a day — there are well-documented accounts of him reciting word-for-word from books he had read decades earlier. He could do arithmetic faster than the early computers he himself designed. He spoke six languages fluently and could read several more. His working memory and processing speed were, by every contemporary account, simply outside the human range. When other physicists worked through a problem in months, von Neumann would arrive at a meeting having already finished it in the airport. This meant he could afford to be in every room — most people had to choose one field and go deep; von Neumann could go deep in multiple fields at once because his time-cost per insight was lower than anyone else’s.
Part of the answer is breadth of training. He had a chemical engineering degree from ETH Zürich, a PhD in mathematics from Budapest, postdoctoral training in physics at Göttingen, and exposure to philosophy via Hilbert’s circle. Most physicists couldn’t follow the math of pure logic, and most mathematicians couldn’t follow physics; von Neumann was native in both. When a new field opened — game theory, computing, automata theory — he could enter it without translation overhead, because he already spoke its native language.
Part of the answer is temperament. This is the under-discussed piece. Most of the people in this essay had personalities that narrowed their range — Gödel could barely tolerate strangers, Pitts couldn’t function in institutions, Einstein hated administration, Wiener was famously difficult, McCulloch was charismatic but chaotic. Von Neumann was the rare elite intellect who was socially functional at the highest levels. He was charming. He told jokes. He hosted parties. He liked generals and admirals and politicians. He enjoyed being in rooms where decisions got made. He was deeply curious about other people’s work and treated junior researchers with respect. He never seemed jealous, never seemed bitter, never feuded with colleagues. This temperament gave him access to rooms his temperament alone couldn’t have produced. People invited him to everything because he was great to have around.
Part of the answer is positioning. Von Neumann arrived at Princeton in 1930, became one of the IAS’s founding professors in 1933, and stayed there until his death. Princeton was the single most strategic location in 20th century intellectual life. It was within driving distance of New York (Macy), Long Island (Shelter Island), Bell Labs, Harvard, MIT, and the federal apparatus in Washington. Once von Neumann was inside that node, the network came to him.
And part of the answer is something harder to name. Von Neumann seems to have had an internal compass for what mattered next. In the late 1920s he saw that quantum mechanics needed rigorous foundations, and provided them. In the early 1940s he saw that strategy was missing a mathematical theory, and invented game theory. During the war he saw that computation was about to become the bottleneck of physics, and designed the stored-program architecture. In the late 1940s he saw that the question of what minds are was the next frontier, and went to Macy. In the 1950s he saw that machines could self-replicate, and invented the theory of cellular automata, which is the foundation of artificial life and (in some interpretations) the deepest mathematical theory of biology we have. Each time, he showed up at the field’s emergence and shaped it. The pattern is too consistent to be luck. He could see, in advance, which questions were going to matter.
There’s a quote that captures this. Edward Teller, who knew everyone and pulled no punches, said: “If a mentally superhuman race ever develops, its members will resemble Johnny von Neumann.” Hans Bethe said: “I have sometimes wondered whether a brain like von Neumann’s does not indicate a species superior to that of man.” These are not casual statements — they are sober assessments from peers.
The other thing worth saying is that he paid a price for being everywhere. He did not produce a single canonical magnum opus the way Einstein produced relativity, Gödel produced the incompleteness theorems, or Shannon produced information theory. His contributions are foundational in too many fields to make him the central figure in any one. He invented the framework everyone else built in. The penalty for being the bridge between every room is that no single room counts you as fully its own. He won the National Book Award, the Presidential Medal of Freedom, the Enrico Fermi Award, and the Albert Einstein Award. He never won the Nobel — there is no Nobel in mathematics or computer science, and his physics work was foundational rather than experimental.
So when we say “he was in every room,” what we really mean is: he was the person doing the meta-work that connected the rooms. Quantum mechanics needed a math person — he was the math person. Los Alamos needed a computational person — he was the computational person. Macy needed someone who could fluently translate between engineering and logic and biology — he was that person. He kept being the missing piece each room needed. So he kept being there.
He died in 1957 at 53, before any of his deepest contributions could fully ripen. The digital age he largely invented arrived in the 1970s. The artificial life and cellular automata work flowered in the 1990s. The game theory was applied to evolutionary biology and economics across the second half of the century. He never saw any of it. But he saw it coming, decades earlier, and tried to leave the math ready for when the rest of us would need it.
If you want a single answer to “how was he in every room”: he wasn’t visiting the rooms. He was, in some real sense, building the bridges between them in real time. Each room was working on a piece of the same underlying problem — how to formalize, compute, control, and understand complex systems — and von Neumann was the one human whose mind could hold all of those pieces at once and see them as parts of the same thing.
He was the connective tissue of mid-century science. Everywhere we look, we find him because he was, quietly and continuously, the thing that made the looking possible.
Einstein and Gödel — outside every room, entangled with all of them.
Then there were the ones who weren’t in any of the rooms.
The loners. The fragile ones. People whose minds had gone too deep in a direction nobody else could follow them into.
Einstein
The most famous scientist alive in 1945 was, by then, basically a spectator to the revolutions happening around him.
He’d fled Germany in 1933 and landed at the Institute for Advanced Study in Princeton — a place with no students, no teaching, no committees, where brilliant people were paid to think about whatever they wanted forever. He spent the rest of his life there.
He didn’t work on the bomb. The US Army denied him a security clearance because of his pacifist politics, and his expertise (gravitation, geometry) wasn’t really what the project needed. After Hiroshima he said: “Had I known that the Germans would not succeed in producing an atomic bomb, I would never have lifted a finger.” He spent the rest of his life advocating for nuclear disarmament.
He wasn’t at Macy either. Cybernetics and information theory weren’t his world. He didn’t think in terms of discrete computation or feedback loops. He was a classical solo thinker, working alone in his office with pencil and paper, on a Unified Field Theory he believed would combine gravity and electromagnetism into one equation.
He worked on it for thirty years. He never finished. Most of his contemporaries thought he was on a dead end. He died in 1955, having spent the second half of his life intellectually isolated from the very physics he’d helped create.
The cruel twist: his 1935 paper objecting to quantum entanglement, which he thought was a bug in quantum mechanics, turned out seventy years later to be the discovery of one of nature’s deepest features. The 2022 Nobel Prize in Physics went for experimentally verifying what Einstein thought he was disproving. He was right about there being something strange there. He just thought it was strange in a way it wasn’t.
Gödel
The only person Einstein walked home with.
Kurt Gödel was born in 1906 in Brünn, in the Austro-Hungarian Empire. As a child he asked so many questions his family called him der Herr Warum: “Mr. Why.” At six he got rheumatic fever and recovered, but for the rest of his life he believed it had damaged his heart. It hadn’t. That was the first hint.
At 25, he published a paper that broke mathematics.
Hilbert had asked the question: can we prove that mathematics is complete, consistent, and decidable? Russell and Whitehead had spent years trying. The entire Vienna Circle of philosophers was trying to build all of human knowledge on a foundation of pure logic. Gödel proved, with the same rigor his discipline demanded of every other claim, that this dream was impossible.
His First Incompleteness Theorem: in any consistent formal system powerful enough to express basic arithmetic, there exist true statements that cannot be proven within the system. His Second: such a system cannot prove its own consistency.
Translation: mathematics will always contain truths it cannot reach. Certainty has a ceiling, and the ceiling is below the truth.
This is, without exaggeration, the single most important logical result of the twentieth century. It directly inspired Turing’s 1936 paper, which founded computer science, which led to everything that followed. It also dissolved a 2,000-year-old philosophical problem — the question of whether logic can be complete — by building the answer instead of arguing about it.
Gödel did this at 25. From inside a mind that was already breaking.
He fled Vienna in 1940 with his wife Adele — a former nightclub dancer six years older than him whom his family despised — via the Trans-Siberian Railway across the entire Soviet Union, then by ship from Japan to San Francisco. He arrived at the Institute for Advanced Study and never left.
He and Einstein became inseparable. Twenty-seven years apart in age, opposite in personality — Einstein warm and famous, Gödel withdrawn and almost unknown — they walked home together every day for fifteen years. Einstein once told the economist Oskar Morgenstern that he came to the Institute mostly for the privilege of walking home with Gödel.
There’s a famous story: in 1947, Gödel applied for US citizenship. The night before the hearing, he announced to Einstein and Morgenstern that he had found a logical inconsistency in the US Constitution that would allow America to legally become a dictatorship. They begged him not to mention this at the hearing. The judge made small talk and said something like “fortunately, that can’t happen in America.” Gödel began to interrupt: “On the contrary, I can prove—” Einstein quickly changed the subject. Gödel got his citizenship. Nobody knows what loophole he found.
His paranoia, which had been with him since the Vienna days, deepened as he aged. He became convinced people were trying to poison him. He would only eat food his wife Adele prepared and tasted first.
In 1977, Adele was hospitalized for six months. Without her to taste his food, Gödel simply stopped eating.
He died in January 1978, weighing 65 pounds. Cause of death on the certificate: “malnutrition and inanition caused by personality disturbance.”
The man who proved that no formal system could be complete died because he could not logic his way out of believing his food was poisoned. His mind, in the end, was incomplete in exactly the way he had proved every formal system must be.
What’s left when you put it all together
You end up with a map that looks something like this:
- Göttingen-Copenhagen (1925-1933): the original quantum revolution. A few hundred Central European Jewish physicists in two small university towns invent the substrate of all modern physics. The room is destroyed by Hitler in 1933 and scatters across the Atlantic.
- Los Alamos (1942-1946): the diaspora at work. The Göttingen-Copenhagen survivors, now older and exiled, build the weapon that ends the war that destroyed their original world.
- Shelter Island (1947-1949): the second physics revolution. The same physicists, finally released from secrecy, complete the unfinished business of quantum mechanics and invent modern theoretical physics in three days at a country inn.
- The Macy Conferences (1946-1953): the parallel revolution. A completely different group — biologists, logicians, engineers, anthropologists — invents cybernetics, information theory, cognitive science, and the conceptual foundations of artificial intelligence. McCulloch and Pitts building artificial neurons in late-night Chicago. Wiener naming a field. Shannon riding his unicycle.
- The von Neumann bridge: one person in every room. Quantum mechanics gets its math from him. The bomb gets its implosion lens from him. Shelter Island gets him as a perpetual attendee. Macy gets him at every meeting. He is the connective tissue that links every project on this map.
- The loners: Einstein at his desk on Unified Field Theory, Gödel walking home, neither in any of the rooms but both intellectually entangled with all of them.
What I find unsettling about this picture is how concentrated it all was. By the second half of the 1940s, all four rooms had their centers of gravity within driving distance of New York City. Princeton’s Institute for Advanced Study alone had Einstein, von Neumann, Gödel, and (from 1947) Oppenheimer all under one roof. Four of the most important minds of the century walking the same hallways, mostly not talking to each other, working on completely separate things that turned out — decades later — to be parts of the same picture.
What’s even more unsettling is why they were all there. The answer is mostly: Hitler. Without the Nazi expulsions of 1933-1939, the center of physics would have stayed in Germany, the center of mathematics would have stayed in Hungary, the center of philosophy would have stayed in Vienna. The destruction of European Jewish intellectual life is the violent hinge that swung the entire scientific world to America. The Macy Conferences, Los Alamos, Shelter Island, the Institute for Advanced Study — none of them happen in America at that scale without the refugees. The most consequential cultural transplant in modern history was forced, not chosen.
Intellectual progress doesn’t really happen because a few geniuses meet in a room. It happens because many geniuses, scattered across many rooms, each push their corner of human understanding forward, and the rooms turn out, in retrospect, to have been connected all along.
The Göttingen people thought they were doing physics. The Los Alamos people thought they were winning a war. The Shelter Island people thought they were fixing quantum electrodynamics. The Macy people thought they were doing biology. Einstein thought he was unifying physics. Gödel thought he was finding the limits of logic. Pitts thought he was understanding the brain.
We now know they were all, in different ways, working on the same question: what does it mean for a physical system to process information? The atom is information processing — its energy levels and transitions are bits being read and written. The bomb is information processing — it is a tightly choreographed cascade of nuclear states. The brain is information processing. Mathematics is information processing. Even Einstein’s unified field theory, in retrospect, was an attempt to find the deepest information-theoretic structure of the universe.
None of them framed it that way. They couldn’t have. The framing came later, partly from the Macy conversations, partly from von Neumann’s quiet bridging work, partly from the work all of these people did separately.
That’s the thing about social circles of scientists. They look like rooms while they’re happening. They look like a single conversation only in retrospect.