Posts Tagged science
History of Science in ‘A Canticle for Leibowitz’
Posted by Bill Storage in History of Christianity, History of Science on May 14, 2026
“Because a doubt is not a denial. Doubt is a powerful tool, and it should be applied to history.” – Thon Taddeo Pfardentrott
Walter Miller wrote the cyclical-apocalypse science fiction, A Canticle for Liebowitz, in 1959. Whoa. The novel’s structured in three major chunks spanning thousands of years. Despite the passage of time, each section mirrors the previous:
Fiat Voluntas Tua (Thy Will Be Done): Civilization reaches technological heights again. And repeats the original sin of hubris and annihilation.
Fiat Homo (Let There Be Man): Humanity struggles to recover lost knowledge after nuclear apocalypse.
Fiat Lux (Let There Be Light): Knowledge is rediscovered, science flourishes again, and, yeah, you know what happens. 1960 readers didn’t.
Humanity learns nothing that sticks through each cycle of apocalypse. The monks capture and retain some history but fail to understand. The Church’s continuity is the thread stretching through the cycles.
Monks preserve knowledge as relic. Sacred texts like blueprints and purchasing orders are copied and illuminated with zero knowledge of their meaning. Preservation gets ritualistic reverence. Monks maintain continuity, its content opaque. It echoes the pre-enlightenment attitude that the past is authoritative, and the best we can do is safeguard it.
The book is too long and complex for a guy like me to summarize and interpret. My goal is smaller and more particular. Miller obviously knows history of Christianity. He seems to know history of science well and he weaves epistemology into it.
He uses two characters, Brother Kornhoer the monk and Thon Taddeo Pfardentrott, a secular scholar. Kornhoer is a scientific-minded experimentalist, self-taught and deeply religious. He has a reverent awe toward natural phenomena. He invents an electrical dynamo and powers an arc lamp with it. Fellow monks deem it hellish.
Taddeo has immersed himself in electrical theory, which he is redeveloping, but has failed to demonstrate experimentally. He’s analytical, formal, and initially condescending to Kornhoer. Then seeing Kornhoer’s experimental progress, he praises him for his intuitive breakthroughs, commenting that it would have taken him, Taddeo, decades to discover this on his own.
Taddeo discusses Brother Kornhoer’s work with officials at the abbey:
“No, no, not the lamp. The lamp’s simple enough, once you got over the shock of seeing it really work. It should work. It would work on paper, assuming various undeterminables and guessing at some unavailable data. But the clean impetuous leap from the vague hypothesis to a working model—” Then thon coughed nervously. “It’s Kornhoer himself I don’t understand. That gadget—” he waggled a forefinger at the dynamo “—is a standing broad-jump across about twenty years of preliminary experimentation, starting with an understanding of the principles. Kornhoer just dispensed with the preliminaries. You believe in miraculous interventions? I don’t, but there you have a real case of it. Wagon wheels!” He laughed. “What could he do if he had a machine shop? I can’t understand what a man like that is doing cooped up in a monastery.”
On reading this, it hit me that Miller is quietly teaching History of Science. This is James Clerk Maxwell the theorist upon seeing the work of Michael Faraday, the self-taught, deeply religious experimenter associated with the Royal Institution – whose humility and faith mirrored the fictional monks’ values. And whose epistemic humility Maxwell took a lesson from.
Taddeo’s “wagon wheels!” exclamation is perfect. It grounds Kornhoer in practical mechanics rather than abstract scholarship. Faraday came from a bookbinder’s background and retained a craftsman’s relationship to apparatus. He manipulated coils, magnets, glass, wires. Maxwell then mathematized what Faraday felt.
Miller doesn’t name these references outright, but he seeds enough clues to suggest he’s fictionalizing them as archetypes of scientific discovery. This has to be common knowledge, I thought. Miller has put a a thin fictional veil on Faraday and Maxwell. Web searches find no discussion of the parallel.
Miller’s move here is shrewd. He’s not writing historical fiction per-se, but he’s dramatizing patterns from the history of science by pushing them into sci fi. Fiction as a tool for History of Science. (And here you’re supposed to understand that History of Science isn’t about names and dates.)
Miller has captured the tension between religious custodianship and scientific curiosity. He’s reminded us of the fragile transmission of pre-scientific knowledge through manuscripts and oral culture. He’s highlighted the way technological discovery (or recovery, here) precedes theoretical understanding (my Project Hail Mary review). He’s nailed the irony of having faith communities preserve secular knowledge better than secular institutions, especially post-catastrophe. The Jesuits, Aristotle’s Physics, and all that.
He’s hit on epistemology, that meeting of philosophy and science that genius nitwit scientists like Hawking and Dawkins are unable to grasp.
Maxwell deeply admired Faraday and treated his experimental insights as foundational. Though Faraday lacked formal mathematical training, his visual and experimental grasp of fields, lines of force, and induction profoundly shaped Maxwell’s work. Maxwell wrote:
“We are all, like Faraday, standing on the shoulders of giants, but the giant in this case is Faraday himself.”
More specifically, Maxwell’s 1856-65 work translating Faraday’s lines of force into a coherent mathematical model (culminating in Maxwell’s equations) was often accompanied by personal statements of humility and admiration. Maxwell saw his own equations as expressing Faraday’s intuitions in a generalized form, not as surpassing them.
In Canticle, Miller has distilled a real epistemological relationship: intuition feeds analysis, practice feeds theory. He dramatized it in a collapsed world where the expected roles are reversed. Instead of Cambridge and the Royal Institution, we get Kornhoer and Taddeo. One touches reality through experiment, another systematizes it. They recognize each other’s genius.
There’s another, less obvious, parallel. Taddeo’s reaction to Kornhoer also recalls Einstein’s attitude toward Georges Lemaître, a priest. Lemaître showed Einstein mathematically wrong. He derived an expanding universe. Einstein replied, “your calculations are correct, but your physics is abominable,” but was forced to concede.
Miller seems aware of a recurring pattern in the history of science. Posterity compresses the process of experimentation preceding theory into a clean but false narrative. He resists the “great linear progress” rational-reconstruction version of scientific progress and its history. In some ways, Miller preempted Feyerabend and Kuhn.
A final Feyerabendian point, which I don’t think I’m simply reading into Miller: “What’s a man like that doing cooped up in a monastery?” Miller undermines the modern belief that scientific brilliance belongs in institutions – secular or otherwise.
Taddeo questions the reliability of historical knowledge from the pre-apocalypse civilization. Someone challenges him along the lines of: if you doubt the old accounts, why study the ancient Leibowitz documents at all? Taddeo replies:
“Because a doubt is not a denial. Doubt is a powerful tool, and it should be applied to history.”
O Thick Wits, O Blind Watchers of the Sky
Posted by Bill Storage in History of Science on May 13, 2026
Everything changed right around the time of Johannes Kepler. Comets, against millennia of prior belief, were then discovered to be farther away than the moon. Aristotelian spheres had been shattered. Kepler’s Astronomia Nova announced his first two laws of planetary motion. 1: Planets moved in elliptical orbits. 2: Lines from the sun to each planet sweep out equal areas in equal times. Kepler’s deductions would have been impossible without the decades of meticulous data recorded by Tycho Brahe.
Then why was it Kepler who made these revelations, and not Tycho Brahe? The easy answer is that Johannes Kepler was a transcendent genius and Tycho Brahe was not. But that leaves out a bit that’s worth dissecting.
Brahe did something extraordinary. He made observational astronomy a precision science. Before him, astronomical measurements were uncertain by several arcminutes or worse. Tycho drove errors down toward a single arcminute. He used gigantic instruments, discipline, relentless correction and test/retest methodology. That sounds pedestrian compared to breaking Aristotle’s stronghold on thought, but it changed everything. Kepler later wrote that if Tycho’s data had been sloppier, circular orbits could have survived indefinitely.
The irony is that Tycho’s success probably trapped him intellectually. Tycho remained deeply committed to intuitive physics. Copernicanism didn’t feel right; the Earth obviously feels stationary. But his commitment was also because he took celestial physics seriously. If planets moved, what moved them? Why should Mars speed up and slow down? The Aristotelian-spheres model had indeed been cracked by the nova of 1572 and the comet of 1577. Tycho witnessed both of them. Yet, as a disciplined scholar, he wanted something mechanically intelligible in their place. His own geo-heliocentric system preserves much of the old psychological architecture: Earth central and stable, heavens ordered, motions essentially circular.
Kepler, who also initially resisted ellipses, was forced to face them. He became willing to sacrifice intuitive physics for mathematical truth. Radical. He spent years trying combinations of epicycles and ovals. The famous “eight minutes of arc” discrepancy in Mars’ orbit was decisive. Lesser minds would have dismissed it as measurement noise. For Kepler it was key. That required almost religious dedication to Tycho’s measurements.
Tycho grew up in a world where uniform circular motion was a metaphysical necessity. Circles were perfection, ellipses ugly. They seemed accidental and earthly. Kepler belonged to the transitional generation for whom reality had to fit observations.
There’s something familiar here. Scientific revolutions, as Thomas Kuhn saw them, often involve two different personalities who are incapable of understanding each other. One creates reliable phenomena, another reinterprets them. Tycho made planetary motion precise enough to become a problem. Kepler solved the problem by abandoning assumptions Tycho held sacred.
O crassa ingenia, O caecos coeli spectatores
“O thick wits, O blind watchers of the sky.”
Tycho wrote these words in the preface to De Nova Stella after the supernova of 1572. He hurled insults at scholars who refused to accept the implications of the “new star.” Aristotelian cosmology held the heavens to be changeless. Tycho measured the object carefully and showed it had no detectable parallax, meaning it was beyond the earth’s atmosphere. Aristotelian crystalline perfection was not.
Here is Tycho denouncing men who stare upward yet fail to see what is before them. Kepler later could have turned these words back on Tycho, who also stared directly at evidence having implications he refused to accept. His own measurements showed planetary motion was not circular, yet he remained committed to geometrically privileged circular motion.
Still, Tycho saw farther than his contemporaries. The subtlety here is easy to miss in “rational reconstruction” histories of science. Revolutionary evidence rarely announces its final meaning.
Tycho’s achievement was destructive before it was constructive. He demolished Aristotelianism with empirical rigor. That was enormous, and it happens often in science. The people who see anomalies often cannot reinterpret reality around them.
The tragedy and grandeur of transitional figures is that they can become prisoners of the conceptual worlds they destroy. Einstein is the obvious comparison. His work on light quanta brought the quantum revolution, yet he recoiled from indeterminacy and nonlocality: “God does not play dice.”
“Old fuddy-duddies” does not explain this. Einstein’s objections to quantum mechanics were profound and technically sophisticated. Tycho’s clutching a physically intelligible celestial order was not irrational.
Antoine Lavoisier and Lord Kelvin similarly opened doors they refused to pass through. We usually see Newton as immune to such reluctance. But consider: “That one body may act upon another at a distance through a vacuum… is to me so great an absurdity…” Sounds like Tycho.
Kepler and Bohr look prophetic in hindsight because history moved their way. Tycho lets us see the psychological cost of conceptual upheaval from the inside. Scientific revolutions are not merely logical sequences. They are struggles over what kinds of worlds some highly intelligent people can bear to inhabit while others cannot.
Removable Climbing Bolt Stress Under Offset Loading
Posted by Bill Storage in Engineering & Applied Physics on November 13, 2025
A Facebook Group has been discussing how load direction affects the stress state of removable bolts and their integral hangers. Hanger geometry causes axial loads to be applied with a small (~ 20mm) offset from the axis of the bolt. One topic of discussion is whether this offset creates a class-2 leverage effect, thereby increasing the stress in the bolt. Other aspects of the physics of these bolts warrant discussion. This can serve as a good starter, specifically addressing the leveraging/prying concern.
Intuition is a poor guide for this kind of problem. Nature doesn’t answer to consensus or gut feeling, and social reasoning won’t reveal how a bolt actually behaves. The only way to understand what’s happening is to go back to basic physics. That’s not a criticism of anyone’s judgment, it’s just the boundary the world imposes on us.
Examining the problem starts with simple physics (statics). Then you need to model how the system stretches and bends. You need to look at its stress state. So you need to calculate. A quick review of the relevant basics of mechanics might help. They are important to check the validity of the mental models we use to represent the real-world situation.
The classic balanced see-saw is at left below. The two 100 lb weights balance each other. The base pushes up on the beam with 200 pounds. We see Newton’s 1st Law in action. Sum of the down forces = sum of the up forces. If we say up forces are positive and down are negative, all the forces on the beam sum to zero. Simple. The see-saw works in tension too. Pull up with 2 ⋅ 100 pounds and the base pulls down by the same amount.
I’m going to stick will pull forces because they fit the bolt example better. A big kid and a little kid can still balance. Move the fulcrum toward the big kid (below left). The force the base pushes up with remains equal to the sum of the downward forces. This has to be in all cases. Newton (1st Law) must be satisfied.
If the fulcrum – the pivot point – freezes up or is otherwise made immobile, the balancing act is no longer needed. The vertical forces still balance each other (cancel each other out), but now their is a twist on the base. Its left side wants to peel up. In addition to the sum of forces equaling zero, the sum of all twists must also sum to zero. A twist – I’ll use its physics name, moment – is defined as a force times the perpendicular distance through which it acts. In the above-right diagram, the 100 lb force is 1 foot from the base, so it applies a 100 ft-lb clockwise moment to the base (1 foot times 100 pounds = 100 ft-lb). (Notice we multiply the numbers and their units.) Therefore, to keep Isaac Newton happy, the ground must apply a 1 ft-lb counterclockwise moment (red curved arrow) to the base and beam that is fixed to it.
Anticipating a common point of confusion, I’ll point out here that, unlike the case where all the force arrows on this sort of “free body” diagram must sum to zero, there won’t necessarily be a visible curved arrow for every moment-balancing effect. Moment balance can exist between (1) a force times distance (100 lb up) and (2) a reaction moment (the counterclockwise moment applied by the ground), not between two drawn curved-arrows. If we focused on the ground and not the frozen see-saw, i.e., if we drew a free-body diagram of the ground and not the see-saw, we’d see a clockwise moment arrow representing the moment applied by the unbalanced base.
That’s all the pure statics we need to analyze these bolts. We’ll need mechanics of materials to analyze stresses. Let’s look at an idealized removable bolt in a hole. In particular, let’s look at an idealized Climbing Taiwan bolt. CT bolts have their integrated hangers welded to the bolt sleeve – fixed, like the base of the final see-saw above.
Figure A below shows an applied load of 100 pounds upward on the hanger. The bolt is anchored to rock at its base, at the bottom of the hole. A blue bolt is inside a pink hanger-sleeve assembly. The rock is pulling down on the base of the bolt with a force equal and opposite to the applied load. And the rock must apply a 100 ft-lb moment to the assembly to satisfy Newton. In figure A, it’s shown at the bottom of the hole.
But it need not be. Moments are global. Unlike forces, they aren’t applied at a point. We can move the curved arrow representing the moment – the twist the earth reacts to the load offset with – to any spot on the bolt assembly, as in the center diagram below. I further simplified the center diagram by removing the sleeve and modeling the situation as a single bolt-hanger assembly with space around it in the hole. For first-order calculations, given the small deflections involved, this simplification is acceptable. It helps us to see the key points.
We can allow the bolt to bend in the hole until it contacts the outside corner of the hole (figure B below). This changes very little besides adding some small counteracting horizontal forces there.
If we remove the rock and model a very bendy bolt, we get something like diagram D below. This leaves the forces unchanged but, in this extreme example, the moment is somewhat reduced because the moment arm (perpendicular distance between bolt and applied force) is considerably reduced by the bending.
We can also examine the case where the hanger is free to rotate on the bolt and sleeve (diagram E below). This is closer to the case of Petzl Pulse bolts. Here the 2nd-class lever mechanism comes into play. A “force-multiplier” is at work. If force-multiplier sounds like a bit of hand -waving, it is – forces aren’t multiplied per-se. We can do better and make Isaac Newton proud. A lever simply balances moments. If your hand is twice as far from the pivot as the load is, your hand needs only half the force because your longer distance gives your force more moment. Same moment, longer arm, smaller force. The 300-lb force at the hanger-rock (right side of bolt, figure E) contact exactly balances the 100-lb force that is three times farther away on the left side. Since both these forces pull upward on the hanger, the frictional force at the bottom of the whole becomes 400 pounds to balance it out. If no rock is on the right side of the hole, the hanger will rotate until it runs into something else (figure F).
Now we can look at stress, our bottom-line concern. Metal and rock and all other solids can take only so much stress, and then they break. For a material – say 304 steel – the stress at which it breaks is called its material strength. Material strength and stress are both measured in pounds per square inch (English) or Pascals (metric, often Megapascals, MPa). As a reference point, 304 steel breaks at a stress of 515 Mpa or 75,000 lb/sq-in. (75 ksi).
I will focus on figures A, B, C (identical for stress calcs), and E, since they are most like the real-world situations we’re concerned with. The various types of stresses all boil down to load divided by dimensions. Tensile stress is easy: axial load divided by cross sectional area. Since I’ve mixed English and metric units (for US reader familiarity), I’ll convert everything to metric units for stress calculation. Engineers use this symbol for stress: σ
Using σ = P/A to calculate axial stress, the numbers are:
- Axial load P= 100 lb =100 lbf = 444.82 N
- cross sectional area A = πd2/4 = 50.27 mm2
- radius c= 4 mm
Axial stress = σax = P/A = 8.85 MPa ≈ 1280 lb/sq-in.
The offset load imparts bending to the bolt. Calculating bending stress involves the concept of second moment of area (aka “cross-sectional moment of inertia” if you’re old-school). Many have tried to explain this concept simply. Fortunately, grasping its “why” is not essential to the point I want to make about axial vs. bending stress here. Nevertheless, here’s a short intro to the 2nd moment of area.
A beam under bending doesn’t care about how much material you have, it cares about how far that material is from the centerline. If you load a beam anchored at its ends in the middle, the top half (roughly) is in compression, the bottom half in tension. Top half squeezed, bottom stretched. Moment of area is a bookkeeping number that captures how much material you have times how far it sits from the centerline, squared. Add up every tiny patch of area, weighting each one by the square of its distance from the centerline. In shorthand, second moment of area (“I”) looks like this: I=∫y2dA
Now that you understand – or have taken on faith – the concept of second moment of area, we can calculate bending stress for the above scenario given the formula, σ = Mc/I.
Using σ = Mc/I, the numbers are:
- second moment I=πd4/64 = 201.06 mm4
- eccentric moment (i.e., the lever arm) = M = Pe=444.82 ⋅ 20 = 8896.44 N
Bending stress, σbend = Mc/I = 176.99 MPa ≈ 25,670 lb/sq-in.
The total stress of the bolt depends on which side of the bolt we are looking at. The maximum tensile stress is on the side that is getting stretched both by the applied axial load (100 lb) and by the fact that this load is offset. On that side of the bolt, we just add the axial and bending stress components (on the other side we would subtract the bending):
σtotal = σax ± σbend = 8.85 MPa + 176.99 MPa = 185.84 MPa ≈ 26,950 lb/sq-in.
Here we see something startling to folk who don’t do this kind of work. For situations like bolts and fasteners, the stress component due to the pullout force with no offset is insignificant compared to the effect of the offset. Bending completely dominates. By a factor of twenty in this case. Increasing the pure axial stress by increasing the applied axial load has little effect on the total stress in the bolt.
If we compare the A/B/C models with the E model, the pure-axial component grows by 18 MPa because of the higher reactive tensile force:
σtotal = σax ± σbend = 26.55 MPa + 176.99 MPa = 203.54 MPa ≈ 29521 lb/sq-in.
Adding the sleeve back to the model changes very little. It would reduce the force-multiplier effect in case E (thereby making it closer to A, B, and C) for several reasons that would take a lot of writing to explain well.
In the case of axially loaded removable bolts (not the use-case for which they were designed – significantly) the offset axial load greatly increases (completely dominates, in fact) the stress in the bolt. When a bolt carries an axial load that’s offset from its centerline, the problem isn’t any leverage created by the hanger’s prying geometry. That leverage effect is trivial. The offset itself produces a bending moment, and that bending drives the stress. For slender round members like bolts, bending overwhelms everything else.
Furthermore, published pull tests and my analysis of rock-limited vs. bolt-limited combinations of bolt diameter, length and rock strength suggest that bolt stress/strength is not a useful criterion for selecting removables. Based on what I’ve seen and experienced so far, I find the CT removables superior to other models for my concerns – durability, maintainability, reducing rock stress, and most importantly, ensuring that the wedge engages the back of the hole.
Deficient Discipleship in Environmental Science
Posted by Bill Storage in Commentary, Philosophy of Science on October 28, 2025
Bear with me here.
Daniel Oprean’s “Portraits of Deficient Discipleship” (Kairos, 2024) argues that Gospel Matthew 8:18–27 presents three kinds of failed or immature discipleship, each corrected by Jesus’s response.
Oprean reads Matthew 19–20 as discipleship without costs. The “enthusiastic scribe” volunteers to follow Jesus but misunderstands the teacher he’s addressing. His zeal lacks awareness of cost. Jesus’s lament about having “nowhere to lay his head,” Oprean says, reveals that true discipleship entails homelessness, marginalization, and suffering.
As an instance of discipleship without commitment (vv. 21–22), a second disciple hesitates. His request to bury his father provokes Jesus’s radical command: “Follow me, and let the dead bury their own dead.” Oprean takes this as divided loyalty, a failure of commitment even among genuine followers.
Finally comes discipleship without hardships (vv. 23–27). The boat-bound disciples obey but panic in the storm. Their fear shows lack of trust. Jesus rebukes their “little faith.” His calming of the sea becomes a paradigm of faith maturing only through trial.
Across these scenes, Matthew’s Jesus confronts enthusiasm without realism, religiosity without surrender, faith without endurance. Authentic discipleship, Oprean concludes, must include cost, commitment, and hardship.
Oprean’s essay is clear and perfectly conventional evangelical exegesis. The tripartite symmetry – cost, commitment, hardship – works neatly, though it imposes a moral taxonomy on what Matthew presents as narrative tension (a pale echo of Mark’s deeper ironies). Each scene may concern not moral failure but stages of revelation: curiosity, obedience, awe. By moralizing them, Oprean flattens Matthew’s literary dynamism and theological ambiguity for devotional ends.
His dependence on the standard commentators – Gundry, Keener, Bruner – keeps him in the well-worn groove. There’s no attention to Matthew’s redactional strategy, the eschatological charge of “Son of Man” in v. 20, or the symbolic link between the sea miracle and Israel’s deliverance. The piece is descriptive, not interpretive; homiletic rather than analytic. The unsettling portrait of discipleship becomes a sermon outline about piety instead of a crisis in perception.
Fair enough, you say – there’s nothing wrong with devotional writing. True. The problem is devotional writing costumed as analysis and published as scholarship. He isn’t interrogating the text. If he were, he’d ask: Why does Matthew place these episodes together? How does “Son of Man” invoke Danielic or apocalyptic motifs? What does the sea episode reveal about Jesus’s authority over creation itself? Instead, Oprean turns inward, toward exhortation.
It’s an odd hybrid genre – half sermon, half commentary – anchored in evangelical assumptions about the text’s unity and moral purpose. Critical possibilities are excluded from the start. There’s no discussion of redactional intent, no engagement with Second-Temple expectations of the huios tou anthrōpou, no awareness that “stilling the sea” echoes both Genesis and Exodus motifs of creation and deliverance.
This is scholarship only in the confessional sense of “biblical studies,” where the aim is to explain what discipleship should mean according to current theological norms. It’s homiletics, not analysis.
But my quarrel isn’t really with Oprean. He’s the symptom, not the cause. His paper stands for a broader phenomenon – pseudonymous scholarship: writing that borrows the visual grammar of academic work (citations, subheadings, DOIs, statistical jargon) while serving ideological ends.
You can find parallels across the sciences. In the early 2000s, string theory was on the altar. Articles in Foundations of Physics or in Studies in History and Philosophy of Modern Physics carried the trappings of rigor but were effectively apologias for the “beauty” of untestable theories. “Mathematical consistency,” we were told, “is experimental evidence.” The logic matches Oprean’s: inward coherence replaces external test.
Climate science has its mirror image in policy-driven venues like Energy & Environment or think-tank white papers formatted as peer-reviewed studies. They reproduce the scaffolding of scholarship while narrowing inquiry to confirm prior skepticism.
The rhetorical pattern is the same:
- Scholarly mimicry: heavy citation and technical diction confer legitimacy.
- Rhetorical closure: conclusions are known before the analysis begins.
- Audience reassurance: readers are not challenged but comforted.
- Boundary play: the work hovers between analysis and advocacy, critique and catechism.
This month’s Sage journal offers a case that makes Oprean look like Richard Feynman. “Dynamic Effect of Green Financing, Economic Development, Renewable Energy and Trade Facilitation on Environmental Sustainability in Developing and Developed Countries” by Usman Ali et al. exhibits the same performative scholarship. The surface polish of method and technical vocabulary hides an absence of real inquiry.
Written in the formal cadence of econometrics – Dynamic Fixed Effects, GEE, co-integration, Sargan tests – it brandishes its methods as credentials rather than arguments. No model specifications, variable definitions, or theoretical tensions appear. “Dynamic” and “robustness” are prestige words, not analytic ones.
Ali’s paper deploys three grand frameworks – Sustainable Development Theory, Innovation Theory, and the Environmental Kuznets Curve – as if piling them together produced insight. But these models conflict! The EKC’s inverted-U relationship between income and pollution is empirically shaky, and no attempt is made to reconcile contradictions. The gesture is interdisciplinary theater: breadth without synthesis.
At least Oprean’s homiletics are harmless. Ali’s conclusion doubles as policy: developed countries must integrate renewables – “science says so.” It’s a sermon in technocratic garb.
Across these domains, and unfortunately many others, we see the creeping genre of methodological theater: environmental-finance papers that treat regressions as theology; equations and robustness tests as icons of faith. The altar may change – from Galilee to global sustainability – but the liturgy is the same.
“The separation of state and church must be complemented by the separation of state and science, that most recent, most aggressive, and most dogmatic religious institution.” Paul Feyerabend, Against Method, 1975
The End of Science Again
Posted by Bill Storage in History of Science, Philosophy of Science on October 24, 2025
Dad says enough of this biblical exegesis and hermeneutics nonsense. He wants more science and history of science for iconoclasts and Kuhnians. I said that if prophetic exegesis was good enough for Isaac Newton – who spent most of his writing life on it – it’s good enough for me. But to keep the family together around the spectroscope, here’s another look at what’s gone terribly wrong with institutional science.
It’s been thirty years since John Horgan wrote The End of Science, arguing that fundamental discovery was nearing its end. He may have overstated the case, but his diagnosis of scientific fatigue struck a nerve. Horgan claimed that major insights – quantum mechanics, relativity, the big bang, evolution, the double helix – had already given us a comprehensive map of reality unlikely to change much. Science, he said, had become a victim of its own success, entering a phase of permanent normality, to borrow Thomas Kuhn’s term. Future research, in his view, would merely refine existing paradigms, pose unanswerable questions, or spin speculative theories with no empirical anchor.
Horgan still stands by that thesis. He notes the absence of paradigm-shifting revolutions and a decline in disruptive research. A 2023 Nature study analyzed forty-five million papers and nearly four million patents, finding a sharp drop in genuinely groundbreaking work since the mid-twentieth century. Research increasingly consolidates what’s known rather than breaking new ground. Horgan also raises the philosophical point that some puzzles may simply exceed our cognitive reach – a concern with deep historical roots. Consider consciousness, quantum interpretation, or other problems that might mark the brain’s limits. Perhaps AI will push those limits outward.
Students of History of Science will think of Auguste Comte’s famous claim that we’d never know the composition of the stars. He wasn’t stupid, just cautious. Epistemic humility. He knew collecting samples was impossible. What he couldn’t foresee was spectrometry, where the wavelengths of light a star emits reveal the quantum behavior of its electrons. Comte and his peers could never have imagined that; it was data that forced quantum mechanics upon us.
The same confidence of finality carried into the next generation of physics. In 1874, Philipp von Jolly reportedly advised young Max Planck not to pursue physics, since it was “virtually a finished subject,” with only small refinements left in measurement. That position was understandable: Maxwell’s equations unified electromagnetism, thermodynamics was triumphant, and the Newtonian worldview seemed complete. Only a few inconvenient anomalies remained.
Albert Michelson, in 1894, echoed the sentiment. “Most of the grand underlying principles have been firmly established,” he said. Physics had unified light, electricity, magnetism, and heat; the periodic table was filled in; the atom looked tidy. The remaining puzzles – Mercury’s orbit, blackbody radiation – seemed minor, the way dark matter does to some of us now. He was right in one sense: he had interpreted his world as coherently as possible with the evidence he had. Or had he?
Michelson’s remark came after his own 1887 experiment with Morley – the one that failed to detect Earth’s motion through the ether and, in hindsight, cracked the door to relativity. The irony is enormous. He had already performed the experiment that revealed something was deeply wrong, yet he didn’t see it that way. The null result struck him as a puzzle within the old paradigm, not a death blow to it. The idea that the speed of light might be constant for all observers, or that time and space themselves might bend, was too far outside the late-Victorian imagination. Lorentz, FitzGerald, and others kept right on patching the luminiferous ether.
Logicians will recognize the case for pessimistic meta-induction here: past prognosticators have always been wrong about the future, and inductive reasoning says they will be wrong again. Horgan may think his case is different, but I can’t see it. He was partially right, but overconfident about completeness – treating current theories as final, just as Comte, von Jolly, and Michelson once did.
Where Horgan was most right – territory he barely touched – is in seeing that institutions now ensure his prediction. Science stagnates not for lack of mystery but because its structures reward safety over risk. Peer review, grant culture, and the fetish for incrementalism make Kuhnian normal science permanent. Scientific American canned Horgan soon after The End of Science appeared. By the mid-90s, the magazine had already crossed the event horizon of integrity.
While researching his book, Horgan interviewed Edward Witten, already the central figure in the string-theory marketing machine. Witten rejected Kuhn’s model of revolutions, preferring a vision of seamless theoretical progress. No surprise. Horgan seemed wary of Witten’s confidence. He sensed that Witten’s serene belief in an ever-tightening net of theory was itself a symptom of closure.
From a Feyerabendian perspective, the irony is perfect. Paul Feyerabend would say that when a scientific culture begins to prize formal coherence, elegance, and mathematical completeness over empirical confrontation, it stops being revolutionary. In that sense, the Witten attitude itself initiates the decline of discovery.
String theory is the perfect case study: an extraordinary mathematical construct that’s absorbed immense intellectual capital without yielding a falsifiable prediction. To a cynic (or realist), it looks like a priesthood refining its liturgy. The Feyerabendian critique would be that modern science has been rationalized to death, more concerned with internal consistency and social prestige than with the rude encounter between theory and world. Witten’s world has continually expanded a body of coherent claims – they hold together, internally consistent. But science does not run on a coherence model of truth. It demands correspondence. (Coherence vs. correspondence models of truth was a big topic in analytic philosophy in the last century.) By correspondence theory of truth, we mean that theories must survive the test against nature. The creation of coherent ideas means nothing without it. Experience trumps theory, always – the scientific revolution in a nutshell.
Horgan didn’t say – though he should have – that Witten’s aesthetic of mathematical beauty has institutionalized epistemic stasis. The problem isn’t that science has run out of mysteries, as Horgan proposed, but that its practitioners have become too self-conscious, too invested in their architectures to risk tearing them down. Galileo rolls over.
Horgan sensed the paradox but never made it central. His End of Science was sociological and cognitive; a Feyerabendian would call it ideological. Science has become the very orthodoxy it once subverted.
From Aqueducts to Algorithms: The Cost of Consensus
Posted by Bill Storage in History of Science on July 9, 2025
The Scientific Revolution, we’re taught, began in the 17th century – a European eruption of testable theories, mathematical modeling, and empirical inquiry from Copernicus to Newton. Newton was the first scientist, or rather, the last magician, many historians say. That period undeniably transformed our understanding of nature.
Historians increasingly question whether a discrete “scientific revolution” ever happened. Floris Cohen called the label a straightjacket. It’s too simplistic to explain why modern science, defined as the pursuit of predictive, testable knowledge by way of theory and observation, emerged when and where it did. The search for “why then?” leads to Protestantism, capitalism, printing, discovered Greek texts, scholasticism, even weather. That’s mostly just post hoc theorizing.
Still, science clearly gained unprecedented momentum in early modern Europe. Why there? Why then? Good questions, but what I wonder, is why not earlier – even much earlier.
Europe had intellectual fireworks throughout the medieval period. In 1320, Jean Buridan nearly articulated inertia. His anticipation of Newton is uncanny, three centuries earlier:
“When a mover sets a body in motion he implants into it a certain impetus, that is, a certain force enabling a body to move in the direction in which the mover starts it, be it upwards, downwards, sidewards, or in a circle. The implanted impetus increases in the same ratio as the velocity. It is because of this impetus that a stone moves on after the thrower has ceased moving it. But because of the resistance of the air (and also because of the gravity of the stone) … the impetus will weaken all the time. Therefore the motion of the stone will be gradually slower, and finally the impetus is so diminished or destroyed that the gravity of the stone prevails and moves the stone towards its natural place.”
Robert Grosseteste, in 1220, proposed the experiment-theory iteration loop. In his commentary on Aristotle’s Posterior Analytics, he describes what he calls “resolution and composition”, a method of reasoning that moves from particulars to universals, then from universals back to particulars to make predictions. Crucially, he emphasizes that both phases require experimental verification.
In 1360, Nicole Oresme gave explicit medieval support for a rotating Earth:
“One cannot by any experience whatsoever demonstrate that the heavens … are moved with a diurnal motion… One can not see that truly it is the sky that is moving, since all movement is relative.”
He went on to say that the air moves with the Earth, so no wind results. He challenged astrologers:
“The heavens do not act on the intellect or will… which are superior to corporeal things and not subject to them.”
Even if one granted some influence of the stars on matter, Oresme wrote, their effects would be drowned out by terrestrial causes.
These were dead ends, it seems. Some blame the Black Death, but the plague left surprisingly few marks in the intellectual record. Despite mass mortality, history shows politics, war, and religion marching on. What waned was interest in reviving ancient learning. The cultural machinery required to keep the momentum going stalled. Critical, collaborative, self-correcting inquiry didn’t catch on.
A similar “almost” occurred in the Islamic world between the 10th and 16th centuries. Ali al-Qushji and al-Birjandi developed sophisticated models of planetary motion and even toyed with Earth’s rotation. A layperson would struggle to distinguish some of al-Birjandi’s thought experiments from Galileo’s. But despite a wealth of brilliant scholars, there were few institutions equipped or allowed to convert knowledge into power. The idea that observation could disprove theory or override inherited wisdom was socially and theologically unacceptable. That brings us to a less obvious candidate – ancient Rome.
Rome is famous for infrastructure – aqueducts, cranes, roads, concrete, and central heating – but not scientific theory. The usual story is that Roman thought was too practical, too hierarchical, uninterested in pure understanding.
One text complicates that story: De Architectura, a ten-volume treatise by Marcus Vitruvius Pollio, written during the reign of Augustus. Often described as a manual for builders, De Architectura is far more than a how-to. It is a theoretical framework for knowledge, part engineering handbook, part philosophy of science.
Vitruvius was no scientist, but his ideas come astonishingly close to the scientific method. He describes devices like the Archimedean screw or the aeolipile, a primitive steam engine. He discusses acoustics in theater design, and a cosmological models passed down from the Greeks. He seems to describe vanishing point perspective, something seen in some Roman art of his day. Most importantly, he insists on a synthesis of theory, mathematics, and practice as the foundation of engineering. His describes something remarkably similar to what we now call science:
“The engineer should be equipped with knowledge of many branches of study and varied kinds of learning… This knowledge is the child of practice and theory. Practice is the continuous and regular exercise of employment… according to the design of a drawing. Theory, on the other hand, is the ability to demonstrate and explain the productions of dexterity on the principles of proportion…”
“Engineers who have aimed at acquiring manual skill without scholarship have never been able to reach a position of authority… while those who relied only upon theories and scholarship were obviously hunting the shadow, not the substance. But those who have a thorough knowledge of both… have the sooner attained their object and carried authority with them.”
This is more than just a plea for well-rounded education. H e gives a blueprint for a systematic, testable, collaborative knowledge-making enterprise. If Vitruvius and his peers glimpsed the scientific method, why didn’t Rome take the next step?
The intellectual capacity was clearly there. And Roman engineers, like their later European successors, had real technological success. The problem, it seems, was societal receptiveness.
Science, as Thomas Kuhn famously brough to our attention, is a social institution. It requires the belief that man-made knowledge can displace received wisdom. It depends on openness to revision, structured dissent, and collaborative verification. These were values that the Roman elite culture distrusted.
When Vitruvius was writing, Rome had just emerged from a century of brutal civil war. The Senate and Augustus were engaged in consolidating power, not questioning assumptions. Innovation, especially social innovation, was feared. In a political culture that prized stability, hierarchy, and tradition, the idea that empirical discovery could drive change likely felt dangerous.
We see this in Cicero’s conservative rhetoric, in Seneca’s moralism, and in the correspondence between Pliny and Trajan, where even mild experimentation could be viewed as subversive. The Romans could build aqueducts, but they wouldn’t fund a lab.
Like the Islamic world centuries later, Rome had scholars but not systems. Knowledge existed, but the scaffolding to turn it into science – collective inquiry, reproducibility, peer review, invitations for skeptics to refute – never emerged.
Vitruvius’s De Architectura deserves more attention, not just as a technical manual but as a proto-scientific document. It suggests that the core ideas behind science were not exclusive to early modern Europe. They’ve flickered into existence before, in Alexandria, Baghdad, Paris, and Rome, only to be extinguished by lack of institutional fit.
That science finally took root in the 17th century had less to do with discovery than with a shift in what society was willing to do with discovery. The real revolution wasn’t in Newton’s laboratory, it was in the culture.
Rome’s Modern Echo?
It’s worth asking whether we’re becoming more Roman ourselves. Today, we have massively resourced research institutions, global scientific networks, and generations of accumulated knowledge. Yet, in some domains, science feels oddly stagnant or brittle. Dissenting views are not always engaged but dismissed, not for lack of evidence, but for failing to fit a prevailing narrative.
We face a serious, maybe existential question. Does increasing ideological conformity, especially in academia, foster or hamper science?
Obviously, some level of consensus is essential. Without shared standards, peer review collapses. Climate models, particle accelerators, and epidemiological studies rely on a staggering degree of cooperation and shared assumptions. Consensus can be a hard-won product of good science. And it can run perilously close to dogma. In the past twenty years we’ve seen consensus increasingly enforced by legal action, funding monopolies, and institutional ostracism.
String theory may (or may not) be physics’ great white whale. It’s mathematically exquisite but empirically elusive. For decades, critics like Lee Smolin and Peter Woit have argued that string theory has enjoyed a monopoly on prestige and funding while producing little testable output. Dissenters are often marginalized.
Climate science is solidly evidence-based, but responsible scientists point to constant revision of old evidence. Critics like Judith Curry or Roger Pielke Jr. have raised methodological or interpretive concerns, only to find themselves publicly attacked or professionally sidelined. Their critique is labeled denial. Scientific American called Curry a heretic. Lawsuits, like Michael Mann’s long battle with critics, further signal a shift from scientific to pre-scientific modes of settling disagreement.
Jonathan Haidt, Lee Jussim, and others have documented the sharp political skew of academia, particularly in the humanities and social sciences, but increasingly in hard sciences too. When certain political assumptions are so embedded, they become invisible. Dissent is called heresy in an academic monoculture. This constrains the range of questions scientists are willing to ask, a problem that affects both research and teaching. If the only people allowed to judge your work must first agree with your premises, then peer review becomes a mechanism of consensus enforcement, not knowledge validation.
When Paul Feyerabend argued that “the separation of science and state” might be as important as the separation of church and state, he was pushing back against conservative technocratic arrogance. Ironically, his call for epistemic anarchism now resonates more with critics on the right than the left. Feyerabend warned that uniformity in science, enforced by centralized control, stifles creativity and detaches science from democratic oversight.
Today, science and the state, including state-adjacent institutions like universities, are deeply entangled. Funding decisions, hiring, and even allowable questions are influenced by ideology. This alignment with prevailing norms creates a kind of soft theocracy of expert opinion.
The process by which scientific knowledge is validated must be protected from both politicization and monopolization, whether that comes from the state, the market, or a cultural elite.
Science is only self-correcting if its institutions are structured to allow correction. That means tolerating dissent, funding competing views, and resisting the urge to litigate rather than debate. If Vitruvius teaches us anything, it’s that knowing how science works is not enough. Rome had theory, math, and experimentation. What it lacked was a social system that could tolerate what those tools would eventually uncover. We do not yet lack that system, but we are testing the limits.
Grains of Truth: Science and Dietary Salt
Posted by Bill Storage in History of Science, Philosophy of Science on June 29, 2025
Science doesn’t proceeds in straight lines. It meanders, collides, and battles over its big ideas. Thomas Kuhn’s view of science as cycles of settled consensus punctuated by disruptive challenges is a great way to understand this messiness, though later approaches, like Imre Lakatos’s structured research programs, Paul Feyerabend’s radical skepticism, and Bruno Latour’s focus on science’s social networks have added their worthwhile spins. This piece takes a light look, using Kuhn’s ideas with nudges from Feyerabend, Lakatos, and Latour, at the ongoing debate over dietary salt, a controversy that’s nuanced and long-lived. I’m not looking for “the truth” about salt, just watching science in real time.
Dietary Salt as a Kuhnian Case Study
The debate over salt’s role in blood pressure shows how science progresses, especially when viewed through the lens of Kuhn’s philosophy. It highlights the dynamics of shifting paradigms, consensus overreach, contrarian challenges, and the nonlinear, iterative path toward knowledge. This case reveals much about how science grapples with uncertainty, methodological complexity, and the interplay between evidence, belief, and rhetoric, even when relatively free from concerns about political and institutional influence.
In The Structure of Scientific Revolutions, Kuhn proposed that science advances not steadily but through cycles of “normal science,” where a dominant paradigm shapes inquiry, and periods of crisis that can result in paradigm shifts. The salt–blood pressure debate, though not as dramatic in consequence as Einstein displacing Newton or as ideologically loaded as climate science, exemplifies these principles.
Normal Science and Consensus
Since the 1970s, medical authorities like the World Health Organization and the American Heart Association have endorsed the view that high sodium intake contributes to hypertension and thus increases cardiovascular disease (CVD) risk. This consensus stems from clinical trials such as the 2001 DASH-Sodium study, which demonstrated that reducing salt intake significantly (from 8 grams per day to 4) lowered blood pressure, especially among hypertensive individuals. This, in Kuhn’s view, is the dominant paradigm.
This framework – “less salt means better health” – has guided public health policies, including government dietary guidelines and initiatives like the UK’s salt reduction campaign. In Kuhnian terms, this is “normal science” at work. Researchers operate within an accepted model, refining it with meta-analyses and Randomized Control Trials, seeking data to reinforce it, and treating contradictory findings as anomalies or errors. Public health campaigns, like the AHA’s recommendation of less than 2.3 g/day of sodium, reflect this consensus. Governments’ involvement embodies institutional support.
Anomalies and Contrarian Challenges
However, anomalies have emerged. For instance, a 2016 study by Mente et al. in The Lancet reported a U-shaped curve; both very low (less than 3 g/day) and very high (more than 5 g/day) sodium intakes appeared to be associated with increased CVD risk. This challenged the linear logic (“less salt, better health”) of the prevailing model. Although the differences in intake were not vast, the implications questioned whether current sodium guidelines were overly restrictive for people with normal blood pressure.
The video Salt & Blood Pressure: How Shady Science Sold America a Lie mirrors Galileo’s rhetorical flair, using provocative language such as “shady science” to challenge the establishment. Like Galileo’s defense of heliocentrism, contrarians in the salt debate (researchers like Mente) amplify anomalies to question dogma, sometimes exaggerating flaws in early studies (e.g., Lewis Dahl’s rat experiments) or alleging conspiracies (e.g., pharmaceutical influence). More in Feyerabend’s view than in Kuhn’s, this exaggeration and rhetoric might be desirable. It’s useful. It provides the challenges that the paradigm should be able to overcome to remain dominant.
These challenges haven’t led to a paradigm shift yet, as the consensus remains robust, supported by RCTs and global health data. But they highlight the Kuhnian tension between entrenched views and emerging evidence, pushing science to refine its understanding.
Framing the issue as a contrarian challenge might go something like this:
Evidence-based medicine sets treatment guidelines, but evidence-based medicine has not translated into evidence-based policy. Governments advise lowering salt intake, but that advice is supported by little robust evidence for the general population. Randomized controlled trials have not strongly supported the benefit of salt reduction for average people. Indeed, we see evidence that low salt might pose as great a risk.
Methodological Challenges
The question “Is salt bad for you?” is ill-posed. Evidence and reasoning say this question oversimplifies a complex issue: sodium’s effects vary by individual (e.g., salt sensitivity, genetics), diet (e.g., processed vs. whole foods), and context (e.g., baseline blood pressure, activity level). Science doesn’t deliver binary truths. Modern science gives probabilistic models, refined through iterative testing.
While randomized controlled trials (RCTs) have shown that reducing sodium intake can lower blood pressure, especially in sensitive groups, observational studies show that extremely low sodium is associated with poor health. This association may signal reverse causality, an error in reasoning. The data may simply reveal that sicker people eat less, not that they are harmed by low salt. This complexity reflects the limitations of study design and the challenges of isolating causal relationships in real-world populations. The above graph is a fairly typical dose-response curve for any nutrient.
The salt debate also underscores the inherent difficulty of studying diet and health. Total caloric intake, physical activity, genetic variation, and compliance all confound the relationship between sodium and health outcomes. Few studies look at salt intake as a fraction of body weight. If sodium recommendations were expressed as sodium density (mg/kcal), it might help accommodate individual energy needs and eating patterns more effectively.
Science as an Iterative Process
Despite flaws in early studies and the polemics of dissenters, the scientific communities continue to refine its understanding. For example, Japan’s national sodium reduction efforts since the 1970s have coincided with significant declines in stroke mortality, suggesting real-world benefits to moderation, even if the exact causal mechanisms remain complex.
Through a Kuhnian lens, we see a dominant paradigm shaped by institutional consensus and refined by accumulating evidence. But we also see the system’s limits: anomalies, confounding variables, and methodological disputes that resist easy resolution.
Contrarians, though sometimes rhetorically provocative or methodologically uneven, play a crucial role. Like the “puzzle-solvers” and “revolutionaries” in Kuhn’s model, they pressure the scientific establishment to reexamine assumptions and tighten methods. This isn’t a flaw in science; it’s the process at work.
Salt isn’t simply “good” or “bad.” The better scientific question is more conditional: How does salt affect different individuals, in which contexts, and through what mechanisms? Answering this requires humility, robust methodology, and the acceptance that progress usually comes in increments. Science moves forward not despite uncertainty, disputation and contradiction but because of them.
After the Applause: Heilbron Rereads Feyerabend
Posted by Bill Storage in History of Science, Philosophy of Science on June 4, 2025
A decade ago, in a Science, Technology and Society (STS) roundtable, I brought up Paul Feyerabend, who was certainly familiar to everyone present. I said that his demand for a separation of science and state – his call to keep science from becoming a tool of political authority – seemed newly relevant in the age of climate science and policy entanglement. Before I could finish the thought, someone cut in: “You can’t use Feyerabend to support republicanism!”
I hadn’t made an argument. Feyerabend was being claimed as someone who belonged to one side of a cultural war. His ideas were secondary. That moment stuck with me, not because I was misunderstood, but because Feyerabend was. And maybe he would have loved that. He was ambiguous by design. The trouble is that his deliberate opacity has hardened, over time, into distortion.
Feyerabend survives in fragments and footnotes. He’s the folk hero who overturned Method and danced on its ruins. He’s a cautionary tale: the man who gave license to science denial, epistemic relativism, and rhetorical chaos. You’ll find him invoked in cultural studies and critiques of scientific rationality, often with little more than the phrase “anything goes” as evidence. He’s also been called “the worst enemy of science.”
Against Method is remembered – or reviled – as a manifesto for intellectual anarchy. But “manifesto” doesn’t fit at all. It didn’t offer a vision, a list of principles, or a path forward. It has no normative component. It offered something stranger: a performance.
Feyerabend warned readers in the preface that the book would contradict itself, that it wasn’t impartial, and that it was meant to persuade, not instruct. He said – plainly and explicitly – that later parts would refute earlier ones. It was, in his words, a “tendentious” argument. And yet neither its admirers nor its critics have taken that warning seriously.
Against Method has become a kind of Rorschach test. For some, it’s license; for others, sabotage. Few ask what Feyerabend was really doing – or why he chose that method to attack Method. A few of us have long argued that Against Method has been misread. It was never meant as a guidebook or a threat, but as a theatrical critique staged to provoke and destabilize something that badly needed destabilizing.
That, I was pleased to learn, is also the argument made quietly and precisely in the last published work of historian John Heilbron. It may be the most honest reading of Feyerabend we’ve ever had.
John once told me that, unlike Kuhn, he had “the metabolism of a historian,” a phrase that struck me later as a perfect self-diagnosis: patient, skeptical, and slow-burning. He’d been at Berkeley when Feyerabend was still strutting the halls in full flair – the accent, the dramatic pronouncements, the partying. John didn’t much like him. He said so over lunch, on walks, at his house or mine. Feyerabend was hungry for applause, and John disapproved of his personal appetites and the way he flaunted them.
And yet… John’s recent piece on Feyerabend – the last thing he ever published – is microscopically delicate, charitable, and clear-eyed. John’s final chapter in Stefano Gattei’s recent book, Feyerabend in Dialogue, contains no score-settling, no demolition. Just a forensic mind trained to separate signal from noise. If Against Method is a performance, Heilbron doesn’t boo it offstage. He watches it again, closely, and tells us how it was done. Feyerabend through Heilbron’s lens is a performance reframed.
If anyone was positioned to make sense of Feyerabend, rhetorically, philosophically, and historically, it was Heilbron – Thomas Kuhn’s first graduate student, a lifelong physicist-turned-historian, and an expert on both early modern science and quantum theory’s conceptual tangles. His work on Galileo, Bohr, and the Scientific Revolution was always precise, occasionally sly, and never impressed by performance for performance’s sake.
That care is clearest in his treatment of Against Method’s most famous figure: Galileo. Feyerabend made Galileo the centerpiece of his case against scientific method – not as a heroic rationalist, but as a cunning rhetorician who won not because of superior evidence, but because of superior style. He compared Galileo to Goebbels, provocatively, to underscore how persuasion, not demonstration, drove the acceptance of heliocentrism. In Feyerabend’s hands, Galileo became a theatrical figure, a counterweight to the myth of Enlightenment rationality.
Heilbron dismantles this with the precision of someone who has lived in Galileo’s archives. He shows that while Galileo lacked a modern theory of optics, he was not blind to his telescope’s limits. He cross-checked, tested, and refined. He triangulated with terrestrial experiments. He understood that instruments could deceive, and worked around that risk with repetition and caution. The image of Galileo as a showman peddling illusions doesn’t hold up. Galileo, flaws acknowledged, was a working proto-scientist, attentive to the fragility of his tools.
Heilbron doesn’t mythologize Galileo; his 2010 Galileo makes that clear. But he rescues Galileo from Feyerabend’s caricature. In doing so, he models something Against Method never offered: a historically grounded, philosophically rigorous account of how science proceeds when tools are new, ideas unstable, and theory underdetermined by data.
To be clear, Galileo was no model of transparency. He framed the Dialogue as a contest between Copernicus and Ptolemy, though he knew Tycho Brahe’s hybrid system was the more serious rival. He pushed his theory of tides past what his evidence could support, ignoring counterarguments – even from Cardinal Bellarmine – and overstating the case for Earth’s motion.
Heilbron doesn’t conceal these. He details them, but not to dismiss. For him, these distortions are strategic flourishes – acts of navigation by someone operating at the edge of available proof. They’re rhetorical, yes, but grounded in observation, subject to revision, and paid for in methodological care.
That’s where the contrast with Feyerabend sharpens. Feyerabend used Galileo not to advance science, but to challenge its authority. More precisely, to challenge Method as the defining feature of science. His distortions – minimizing Galileo’s caution, questioning the telescope, reimagining inquiry as theater – were made not in pursuit of understanding, but in service of a larger philosophical provocation. This is the line Heilbron quietly draws: Galileo bent the rules to make a case about nature; Feyerabend bent the past to make a case about method.
In his final article, Heilbron makes four points. First, that the Galileo material in Against Method – its argumentative keystone – is historically slippery and intellectually inaccurate. Feyerabend downplays empirical discipline and treats rhetorical flourish as deception. Heilbron doesn’t call this dishonest. He calls it stagecraft.
Second, that Feyerabend’s grasp of classical mechanics, optics, and early astronomy was patchy. His critique of Galileo’s telescope rests on anachronistic assumptions about what Galileo “should have” known. He misses the trial-based, improvisational reasoning of early instrumental science. Heilbron restores that context.
Third, Heilbron credits Feyerabend’s early engagement with quantum mechanics – especially his critique of von Neumann’s no-hidden-variables proof and his alignment with David Bohm’s deterministic alternative. Feyerabend’s philosophical instincts were sharp.
And fourth, Heilbron tracks how Feyerabend’s stance unraveled – oscillating between admiration and disdain for Popper, Bohr, and even his earlier selves. He supported Bohm against Bohr in the 1950s, then defended Bohr against Popper in the 1970s. Heilbron doesn’t call this hypocrisy. He calls it instability built into the project itself: Feyerabend didn’t just critique rationalism – he acted out its undoing. If this sounds like a takedown, it isn’t. It’s a reconstruction – calm, slow, impartial. The rare sort that shows us not just what Feyerabend said, but where he came apart.
Heilbron reminds us what some have forgotten and many more never knew: that Feyerabend was once an insider. Before Against Method, he was embedded in the conceptual heart of quantum theory. He studied Bohm’s challenge to Copenhagen while at LSE, helped organize the 1957 Colston symposium in Bristol, and presented a paper there on quantum measurement theory. He stood among physicists of consequence – Bohr, Bohm, Podolsky, Rosen, Dirac, and Pauli – all struggling to articulate alternatives to an orthodoxy – Copenhagen Interpretation – that they found inadequate.
With typical wit, Heilbron notes that von Neumann’s no-hidden-variables proof “was widely believed, even by people who had read it.” Feyerabend saw that dogma was hiding inside the math – and tried to smoke it out.
Late in life, Feyerabend’s provocations would ripple outward in unexpected directions. In a 1990 lecture at Sapienza University, Cardinal Joseph Ratzinger – later Pope Benedict XVI – quoted Against Method approvingly. He cited Feyerabend’s claim that the Church had been more reasonable than Galileo in the affair that defined their rupture. When Ratzinger’s 2008 return visit was canceled due to protests about that quotation, the irony was hard to miss. The Church, once accused of silencing science, was being silenced by it, and stood accused of quoting a philosopher who spent his life telling scientists to stop pretending they were priests.
We misunderstood Feyerabend not because he misled us, but because we failed to listen the way Heilbron did.







I’m Not Saying Neil deGrasse Tyson Is an Idiot
Posted by Bill Storage in Commentary, History of Science on March 19, 2026
A clip from a 2023 interview with Neil deGrasse Tyson is making the rounds. The key move comes here:
“you can say Trump is an idiot… get him out of there. But wait a minute. There’s still the matter of the 80 million people who voted for him.”
That “but wait a minute” frames the opposition view in a compressed, caricatured form, then pivots to what Tyson wants to emphasize, the scale of voter support. It’s a familiar courtroom tactic: summarize the other side just enough to dismiss it.
Grammatically, it is steelmanning. He states the strongest version of the anti-Trump position without owning the offense, then challenges the adequacy of the idea that we can “just swap the leader.” The logic doesn’t require him to endorse the insult, only to note that it fails to persuade tens of millions of voters.
The framing isn’t neutral. My Kuhn/Feyerabend reflex kicks in whenever a scientist steps into politics. Kuhn reminds us that observation is theory-laden. Tyson’s background inclines him toward a systems view, voters as the underlying structure, leaders as surface phenomena. That’s a perspective, a model, a theory. Evidentiary support?
Feyerabend helps with the second layer. Tyson doesn’t speak as just another citizen. He speaks as a public scientist whose words hold epistemic weight because of a lab coat. He carries borrowed authority. In a lab, that authority is constrained and earned. In politics, it floats freely. What sounds like analysis can double as worldview advocacy with a credentialed accent.
Tyson’s brand is built on empiricism – evidence-based thinking. When he wades into polarized territory, the man-of-science hat amplifies his inferences beyond what he literally says. The clip explicitly avoids calling Trump and voters idiots. Yet by staging a hypothetical view as “Trump is an idiot, remove him,” it hands audiences a simplified target. In the echo chambers where the clip circulates, the move often completes itself. The conclusion becomes, “people who disagree are ignorant,” now tacitly endorsed by an astrophysicist.
From what surfaced in reactions to the Tyson clip, viewers do leap to exactly the conclusion: “yeah, those voters are uneducated (or they would know Trump is an idiot).” Comments frame large voter blocs as gullible, anti-intellectual hilljacks, with Tyson positioned as the authoritative validator. The authority halo makes it potent. The leap feels licensed because the astrophysicist said (implied) it.
Let’s examine the alternative Tyson the scientist might have taken. Treat the 80 million votes not as a rhetorical endpoint but as a dataset. What motivates them? Economic stress, distrust of institutions, cultural alignment, media ecosystems? Which of those factors are well supported, which are not? That would model inquiry rather than closure. It would look like science, not like New York Times propaganda.
Instead, he treats the voter count as brute fact. The “spinning wheel” metaphor does the work. It gestures at a cycle of anger without examining its causes. American political theory has long assumed exactly this kind of friction, not as a bug but as a feature of competing viewpoints. The mess is structural. Has Tyson read the Federalist Papers?
Tyson teaches, by implication, that you can borrow the prestige of science to shortcut messy social inquiry. When expertise bleeds unchecked into values-laden domains, it inadvertently – in the most charitable interpretation of his words – credentials tribal intuitions instead of challenging them.
From the lens of science, the issue isn’t Tyson’s conclusion but his method. When scientific authority migrates without marking its limits, it can validate the intuitions it ought to probe. Listeners don’t just hear the argument, they hear who is making it.
Public scientists don’t need to stay in their lane, but when they step out, the burden shifts. They should, above all else, reinforce the habit of interrogating assumptions with rigor. Less metaphor, more mechanism. Otherwise the lab coat becomes too persuasive, for all the wrong reasons.
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