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The mechanism behind slow starts, explosive middles, and plateaus in tech adoption

June 29, 2026 · 6 min

Maya Chen & Dr. Nathan Hayes

Tech adoption follows an S-curve: slow start, explosive middle, then plateau. Frank Bass's 1969 model shows the social imitation coefficient (q) dominates independent curiosity (p) across nearly every technology studied — yet ChatGPT still hit 100 million users in three months, a slope no forecast predicted.

Technology adoption follows a predictable S-shaped (sigmoid) curve, a pattern first formally described by sociologist Everett Rogers in his 1962 book Diffusion of Innovations and later given mathematical structure by Frank Bass in his 1969 diffusion model.

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About this episode

Every major technology traces roughly the same shape: a slow start, an explosive middle, a plateau. The S-curve is one of the most durable patterns in the history of innovation — electricity, containerization, smartphones, AI. The pattern holds. But there's a catch that tends to get buried: it holds retrospectively. Whether it's actually predictive is a genuinely different question, and those two things are being conflated constantly. This episode works through the mechanics underneath that curve — Everett Rogers's five adopter categories from 1962, and Frank Bass's 1969 model that gave the pattern real math. The Bass model splits adoption into two forces: independent curiosity (p) and social imitation (q). The striking finding, consistent across very different technologies, is that q dominates. The social pressure term is structurally larger than the independent curiosity term. Which raises a harder question: are we observing a conserved psychological mechanism, or just selecting for technologies that already fit the model and ignoring the ones that quietly flattened? The episode also sits with what the curve can't do — you can only locate critical mass after it's been crossed, not while it's forming. The forces that drive adoption only become visible right around the inflection point you've already passed. That's an uneasy place to land, but probably the honest one.

Frequently asked

What causes the slow start and explosive middle in technology adoption?

Tech adoption starts slowly because few people adopt independently. The explosive middle is driven by the imitation coefficient (q) in Frank Bass's 1969 diffusion model — the rate at which existing users socially influence potential adopters. Across technologies from containerization to voice assistants, q structurally dominates the independent-curiosity coefficient (p).

What is the Bass diffusion model and how does it explain S-curves?

The Bass diffusion model, published by Frank Bass in 1969, uses two parameters to explain S-curve adoption: p (innovation coefficient — people who adopt independently) and q (imitation coefficient — adoption driven by social influence). Empirically, q dominates p across most technologies studied, meaning social contagion, not individual curiosity, drives the steep middle of the curve.

Why couldn't analysts predict ChatGPT's rapid adoption using existing diffusion models?

Bass model calibration requires historical sales data to estimate p and q — making prospective forecasting on genuinely new technologies circular. ChatGPT reached 100 million users in roughly three months, a slope no forecast predicted. The S-curve is diagnostic, not predictive: it describes where adoption went, but can't reliably locate where it is while it's happening.

What are Rogers's adopter categories and where do they come from?

Everett Rogers introduced five adopter categories in Diffusion of Innovations (1962), originally derived from farmers adopting hybrid seeds. The framework explicitly identifies Innovators — roughly 2.5% of the market — who adopt before any social proof exists. Rogers's categories are real as description, but critics note potential selection bias and uncertain applicability across structurally different adoption decisions.

What causes a technology adoption plateau?

Technology adoption plateaus when the same network effects that accelerated adoption create lock-in, raising switching costs for whatever comes next. The Bass diffusion model treats this as the imitation mechanism running forward: social proof and network density entrench the dominant technology, which then structurally slows adoption of any successor wave.

Grounded in 11 sources
[2109.08065] Sigmoids behaving badly: why they usually cannot predict the future as well as they seem to promise · ar5iv.labs.arxiv.org
The dynamics of innovation diffusion: A survey of Bass-type models · arxiv.org
21st-Century General-Purpose Technologies and the Future of Project Management · doi.org
Any Sirious Concerns Yet? – An Empirical Analysis of Voice Assistants’ Impact on Consumer Behavior and Assessment of Emerging Policy Challenges · doi.org
Fixed Costs, Network Effects, and the International Diffusion of Containerization · semanticscholar.org
Technology’s Favorite Curve: The S-Curve (and Why It Matters) · medium.com
The Bass Model of Diffusion: Recommendations for Use in Information Systems Research and Practice · aisel.aisnet.org
The Sigmoids Won't Save You - by Scott Alexander · astralcodexten.com
Diffusion Theory: Extensions and Adaptations · diffusion-research.org
Technology adoption life cycle · en.wikipedia.org
Bass diffusion model - Wikipedia · en.wikipedia.org
Read transcript

Maya Chen: Nathan, long week — I've been staring at a graph that's been bothering me more than it should, given that it's just a curve.

Dr. Nathan Hayes: The sigmoid. I'm guessing the sigmoid.

Maya Chen: Obviously the sigmoid. And what got me was this: the same S-shape that took smartphones five years to trace — ChatGPT drew it in three months. A hundred million users. Which sounds impressive until you ask — wait, if the shape is universal, why did no one see that slope coming?

Dr. Nathan Hayes: That's the uncomfortable part. Everett Rogers publishes Diffusion of Innovations in 1962 — five adopter categories, the sigmoid diffusion curve — and we've been fitting technologies into that frame ever since. Electricity. Containerization in international shipping. Now AI. The pattern holds retrospectively. Every time.

Maya Chen: Retrospectively. That word is doing a lot of work there.

Dr. Nathan Hayes: It is. And that's exactly what we should be honest about — the curve is real as a description. Whether it's predictive is a genuinely different question, and I think those two things are being conflated constantly.

Dr. Nathan Hayes: Now, Frank Bass — 1969 — he gives us the math to actually test that. Two parameters: p, the innovation coefficient, people who adopt from advertising or just curiosity, independent of anyone else. And q, the imitation coefficient, adoption driven by watching other people use it. And here's what's striking — across technologies as different as containerization in international shipping and voice assistants, q dominates p. Almost every time. The social pressure term is structurally larger than the independent curiosity term.

Maya Chen: Wait — every time?

Dr. Nathan Hayes: Remarkably consistently, yes. Which is what makes Rogers's five categories feel less like taxonomy and more like... a claim about psychology. The Innovators — that two-point-five percent — they're adopting before q can do anything. There's no social proof yet. They're buying something that barely works, in public.

Maya Chen: And that's — mm, that's the part that gets me, actually. Because Rogers built those categories in 1962 from farm equipment data. Farmers adopting hybrid seeds. And we've been retrofitting that framework onto — I mean, downloading ChatGPT is structurally a different decision than planting a different crop, isn't it? Or... is it not?

Dr. Nathan Hayes: That's the right pressure point. The psychological mechanisms might genuinely be different. But — and this is what bothers me — the q-dominates-p ratio keeps showing up anyway. So either the mechanism is conserved across very different decisions, or we're selecting for technologies that already fit the model.

Maya Chen: Selection bias.

Dr. Nathan Hayes: Exactly. We count the sigmoid when it appears. We don't count the technologies that never reached critical mass — that just... flattened. And Bass calibration requires historical sales data to fit p and q in the first place. You can't run the model prospectively on something genuinely new without already knowing the outcome. The architecture is elegant. The pattern is real. It just only tells you something useful after the fact.

Maya Chen: Okay but — let me try to make that concrete. A copywriter in Portland, Tuesday morning, early 2023. Her colleagues are using ChatGPT. She's watching them. And I don't think she's running a switching cost calculation in her head. She's feeling something.

Dr. Nathan Hayes: That feeling is the q coefficient doing its work.

Maya Chen: Right, but — wait, is it though? Because Bass calls q an imitation rate, a probabilistic contagion. That sounds so mechanical. What she's actually experiencing is more like... the moment it stops being 'this tool is good' and becomes 'everyone I respect is using this and I'm not.'

Dr. Nathan Hayes: No, those are the same event. Social proof operationalized — that's precisely what q measures. Not narrative persuasion, not a conversation she had. A measurable rate of probabilistic influence spreading from existing adopters to potential ones. Her colleagues are the contagion vector.

Maya Chen: Huh. And what she can't see — what none of us could see in early 2023 — is whether that contagion has hit critical mass yet. Whether it's self-sustaining or still fragile.

Dr. Nathan Hayes: That's exactly the problem. Critical mass is only locatable after it's been crossed. You can't observe it forming — you observe that it formed. And the same network effects that just pulled her in? They'll eventually entrench whatever wins, which actually slows the next wave. Lock-in is literally the same mechanism running forward.

Maya Chen: So the thing that accelerates adoption... also becomes the ceiling for whatever comes next. That's — yeah, that's uncomfortable.

Dr. Nathan Hayes: And that's — I keep getting stuck on this. Rogers published in 1962. Bass gave it math in 1969. Sixty years of refinement. And ChatGPT still broke the slope in a way nobody forecast. Which isn't a failure of the model, actually. It's the model being honest about itself. The sigmoid isn't a prediction instrument. It's diagnostic. The question shifts — not 'where are we on the curve,' but 'are the forces strengthening or weakening right now?' Switching costs, network density, social proof signals — are they compressing or holding?

Maya Chen: Mm. Though — even that diagnostic question requires you to see the forces before they've already moved you. Like, switching costs falling, social proof accumulating — those only become visible right around the inflection point. Which you've already crossed.

Dr. Nathan Hayes: Correct. The map is real. The forces are real. You just can't locate yourself on it while you're walking.

Maya Chen: That's an uneasy place to leave it. But I think it's the honest one. Thanks for sitting in it with me.

The mechanism behind slow starts, explosive middles, and plateaus in tech adoption · Onpode