The Sales Execution Gap

Technology Adoption: Why the Curve Stalls After the Eager Few

Everett Rogers explained technology adoption sixty years ago, and four of his five factors are about friction and feedback, not knowledge. That is why training moves adoption so little.

Technology adoption is the process by which a new tool spreads through a population of users, and Everett Rogers showed it is governed less by how well people are told to use the tool than by friction, compatibility, and visible feedback in the moment of work.

A new tool arrives, and for a week or two it is the talk of the team. The keen few dive in, build clever workflows, and post screenshots. Then the wave breaks against the rest of the team, the ones who were busy that week, and the rollout stops climbing. The instinct is to blame the holdouts and schedule more training. The instinct is wrong, and a rural sociologist named Everett Rogers explained why in 1962.

Technology adoption is the process by which a new tool spreads through a population of users, and Everett Rogers showed it is governed less by how well people are told to use the tool than by friction, compatibility, and visible feedback in the moment of work. That single reframing, from a people problem to a system one, is the difference between a rollout that climbs and one that stalls.

What is the technology adoption curve, and where does it stall?

In Diffusion of Innovations, first published in 1962 and still the most-cited work in the field, Rogers sorted adopters into five groups by how soon they take up something new: innovators at roughly 2.5 percent, early adopters at 13.5 percent, the early majority at 34 percent, the late majority at 34 percent, and laggards at 16 percent (Rogers, Diffusion of Innovations). The shape is a bell curve, and the rollout that feels like victory in week one has won over the first 16 percent, the people who adopt new things on their own enthusiasm.

Rogers' technology adoption curve and the chasm: a bell curve from innovators (2.5%) and early adopters (13.5%) on the left, through early majority (34%) and late majority (34%), to laggards (16%), with a dashed line marking the chasm between the eager early adopters and the early majority; the eager 16% adopt on their own while the other 84% adopt only when the right action is the easy one.
The eager 16 percent adopt on their own. The other 84 percent adopt only when the right action is the easy one. The stall happens at the chasm between them.

Geoffrey Moore later named the gap between the early adopters and the early majority the chasm, and argued that most technologies die in it (Moore, Crossing the Chasm). The reason the chasm exists is that the two groups adopt for different reasons. The early adopters adopt because the tool is new and promising. The majority adopt only when the tool is easy, fits their work, and visibly pays off, which is a far higher bar than enthusiasm.

A triumphant week-one rollout hides a mistake. The keen few are not a small version of the whole team. They are a different kind of person, adopting on different terms, and their enthusiasm tells you almost nothing about whether the next 84 percent will follow. Moore’s argument is that the reference you build with the early adopters does not carry across the gap, because the majority does not trust an enthusiast’s verdict. They trust whether the tool is easy and whether someone like them, doing their job, got a visible result from it. A team that reads week-one excitement as proof of adoption is reading the wrong instrument. The enthusiasts were always going to climb in. Whether the reluctant majority ever follows is decided by friction and feedback, and the excitement of the innovators says little about either.

Why does technology adoption follow an S-curve?

Technology adoption follows an S-curve because most people adopt after watching someone else adopt. The Rogers adoption curve (the bell) and the S-curve are the same data drawn two ways. Count the new adopters in each period and you get the bell. Add them up as you go and the running total draws an S: flat while only the innovators move, steep through the middle as each new adopter persuades the next, flat again at the top as the population runs out of people to convert (Rogers, Diffusion of Innovations).

The percentages on Rogers’ curve are not survey results. They are the slices of a normal distribution, cut at standard deviations from the average adoption time. Innovators are the people more than two standard deviations earlier than average, which is 2.5 percent of a normal curve. Early adopters sit between one and two standard deviations early, 13.5 percent. The early majority and late majority are the 34 percent on either side of the average, and laggards are the 16 percent more than one standard deviation late. On the S, the chasm sits at 16 percent cumulative adoption, the point where the enthusiasts are used up, and 50 percent marks the average adopter.

The steep middle has a measurable engine. In 1969 Frank Bass modeled adoption as two forces: people who adopt on their own, at a rate he called p, and people who adopt because others already have, at a rate q multiplied by the share who have adopted so far (Bass diffusion model). Across the products studied, the average p is about 0.03 and the average q about 0.38, a summary from Mahajan, Muller, and Bass (1995). Imitation outweighs independent discovery more than ten to one. A rollout that waits for each rep to discover the tool alone is pushing on the weak force.

Technology adoption S-curve: Rogers' bell curve of new adopters per period drawn beneath the cumulative S-curve of total adoption, with the chasm at 16 percent cumulative adoption and the average adopter at 50 percent. In the Bass model the imitation coefficient q averages about 0.38 against 0.03 for independent innovation p.
The bell counts new adopters; the S counts the total. The steep middle is imitation (Bass q of about 0.38 against p of about 0.03), which is why the S stalls at 16 percent when results are invisible.

The practical reading follows from the arithmetic. The q force needs something to imitate. If a rep cannot see a peer get a result from the tool, the imitation term has nothing to work with, and the S flattens right where the enthusiasts run out. Rogers called this attribute observability; the S-curve shows the same force from the other side.

Why do most technology adoption efforts fail?

Rogers identified five attributes of an innovation that predict how fast it is adopted, and he reported that they explain between 49 and 87 percent of the variance in adoption rates across the studies he reviewed (Acceptance Lab summary of Rogers). None of the five is knowledge.

  • Relative advantage. Is the new tool visibly better than the old way, to the user, in their own work, today?
  • Compatibility. Does it fit how the work is already done, without forcing a new tab, login, or detour?
  • Complexity. How hard is it to grasp and use? Less complexity means more adoption.
  • Trialability. Can a user try it in small, low-risk steps before committing?
  • Observability. Can the user and the manager see the result of using it?
The five things that decide whether technology is adopted, from Rogers: relative advantage (is it visibly better than the old way), compatibility (does it fit how the work is already done, no new tab), complexity (how hard to grasp, less is more adoption), trialability (can a user try it in small low-risk steps), observability (can users and managers see the result); four of the five are about friction and feedback, not knowledge, which is why training, a knowledge fix, moves adoption so little.
None of the five is knowledge, and four are about friction and feedback. Training, a knowledge fix, touches none of them directly.

Count them. Four of the five (advantage, compatibility, complexity, observability) are properties of the system and the friction around it, and the fifth, trialability, is about how much risk the first try carries. Knowledge does appear in Rogers’ model, in a different place: as the first of five stages a person moves through when deciding (knowledge, persuasion, decision, implementation, confirmation). Training works on that first stage. Yet the standard rollout pours nearly all its effort into it and almost none into the five attributes that set the adoption rate. So the team gets thoroughly trained and still does not adopt, because training never touched the reasons they were not adopting.

Teams reach for training anyway for a human and forgivable reason. Training is the lever you can pull on a calendar. You can schedule a session, mark it complete, and report a number to a steering committee, all without changing the tool or the workflow. Reducing friction is harder, slower, and less visible: it means redesigning where the action happens, fitting the tool into the existing motion, building feedback loops. So the rollout optimizes for what is easy to do rather than what works, and pours its budget into the first stage of the decision instead of the five attributes that set its pace. The training gets done, the dashboard shows completion, and adoption does not move, because the binding constraints were never touched.

Why technology rollouts pull the wrong lever: training acts on knowledge, the first of Rogers' five innovation-decision stages, while the five attributes that set the adoption rate, relative advantage, compatibility, complexity, trialability, and observability, are properties of the tool and the work around it and explain 49 to 87 percent of the variance in adoption rates.
Training is the lever you can schedule and report, so it gets pulled. It acts on stage one of the decision; the five attributes, which Rogers credits with 49 to 87 percent of the variance in adoption rates, sit untouched.

There is hard field evidence for the friction-over-instruction read. CSO Insights, now part of Korn Ferry, found win rates rising from about 40 percent where a sales process was barely adopted to nearly 58 percent where adoption ran above 90 percent (Korn Ferry). The payoff tracks use, not existence. In our own 2026 State of Sales Enablement, a survey of 198 sales leaders, 89 percent had a defined process and only 36 percent saw their teams follow it, a 53-point gap that no amount of additional training had closed. The same shape recurs wherever someone measures adoption against intent: knowledge is abundant and adoption is scarce, and the scarcity is a friction problem, not an ignorance one.

How do you move the adoption lifecycle past the chasm?

Reduce friction and add feedback. Make the right action the easy action in the flow of the work, so compatibility and low complexity are designed in rather than trained around. Make the result visible to both the user and the manager, so observability does its work. The reluctant majority is not stubborn; they are rational, waiting for the tool to clear the higher bar. Clear it, and they follow.

Observability deserves a second look, because it is the factor that does the most to cross the chasm. Rogers found that the more visible an innovation’s results, the faster it spreads, and the reason is social: the majority adopts when it sees someone like them get a result, not when it is told the tool is good. A rollout that surfaces the new behavior and its payoff where the team can see it builds exactly the peer proof Moore says the early majority requires. A rollout where the results stay invisible, buried in a report no one opens, starves that proof and leaves each late adopter to decide alone, which is exactly the independent-discovery force Bass measured as the weak one. So observability is not a reporting nicety. It is the mechanism by which adoption becomes contagious, and most rollouts switch it off without noticing.

The modern evidence keeps landing in the same place. Adoption is a system property, not a virtue some teams possess: it rises when the right action is easy in the moment and falls with every tab switch and missing feedback loop, a pattern laid out in user adoption. And it is why a digital adoption effort built on training alone underdelivers, while one built on in-the-moment guidance and measurement clears the chasm.

What we recommend

Stop treating technology adoption as a persuasion problem and start treating it as a design problem, because four of Rogers’ five factors say it is one. Audit your rollout against the five attributes, starting with the uncomfortable questions: where is the friction, where is the tool incompatible with how the work is already done, where is the result invisible? Fix those, and reserve training for the genuine knowledge gaps that remain, which are fewer than you think. The eager 16 percent will adopt anything. The 84 percent who decide whether the rollout succeeds adopt only when the system makes the right behavior easy and its results visible. Build that, and the curve climbs on its own.

From here: the system view in user adoption, the tool category in best digital adoption platforms, and why knowledge alone does not change behavior in the knowing-doing gap.

Frequently asked questions

What is technology adoption?+
Technology adoption is the process by which a new tool spreads through a group of users, from the first eager testers to the reluctant majority. Everett Rogers, in Diffusion of Innovations, framed it as a sequence (knowledge, persuasion, decision, implementation, confirmation) and showed that whether a tool sticks depends far more on friction, fit with existing work, and visible results than on how thoroughly people were instructed.
What are the stages of the technology adoption curve?+
Rogers divided adopters into five groups by how soon they take up a new tool: innovators (about 2.5 percent), early adopters (13.5 percent), early majority (34 percent), late majority (34 percent), and laggards (16 percent). The first 16 percent adopt on their own enthusiasm. The other 84 percent adopt only when the tool is easy, compatible, and visibly worth it, which is why most rollouts stall at the chasm between the two groups.
Why does technology adoption fail?+
Because the five attributes Rogers found predict adoption (relative advantage, compatibility, complexity, trialability, and observability) are all properties of the tool and the work around it, and none of them is knowledge. Rogers reported that they explain 49 to 87 percent of the variance in how fast innovations are adopted. Training works on knowledge, the first stage of his five-stage decision process, so a rollout that spends its budget on training can leave every one of the five attributes untouched and stall even after the whole team is trained.
Why does technology adoption follow an S-curve?+
Because most people adopt after watching others adopt. Plot new adopters per period and you get Rogers' bell curve; plot the running total and the same data draws an S: a slow start while only innovators move, a steep middle as each adopter persuades the next, and a flat top as the population runs out. In Frank Bass's diffusion model the imitation effect averages about 0.38 against 0.03 for independent innovation, so the steep middle of the S is driven by people copying people they can see.
How do you improve technology adoption?+
Reduce friction and add feedback rather than adding training. Make the right action the easy action in the flow of work, fit the tool to how the work is already done so it costs no new tab or login, and make the result of using it visible to both the user and the manager. When the system makes the right behavior easy and its results observable, the reluctant majority follows without persuasion.

What 2026 sales teams actually run.

The State of Sales Enablement, free.

Ready to see it on your own deals? Book a demo

Supered Launch Week runs Nov 2 to 6, then Demo Day goes live Tue Nov 10, 11 AM ET.Register free