That would be pretty cool.
The most recent Watts Doc:
They reference a study from a gym where they had historical results from 15,000 members where they did a very rigid lifting regiment. They were able to calculate the various slopes of improvement for different members. Separated beginner gains vs experienced. Also about how the season to season gains and the within season gains for return to fitness.
I wonder with the massive data set you guys have you could do the same thing. Maybe that is what you are doing with the predictions and it’s nothing new. I thought the idea of a personal curve that projects based on others who had similar curves.
ChatGPT describes my idea better:
TrainerRoad could use a “nearest-neighbor” approach: for any athlete, build a feature profile (e.g., current FTP/W/kg, training age, recent volume/intensity distribution, consistency/compliance, plan phase, and maybe HR/power response patterns) and then find a large set of similar athletes in their historical database. Instead of relying only on a single-person model, TR would “borrow strength” from what happened to those neighbors and produce a forecast like: “people like you doing a block like this typically change by X watts over 4 weeks,” ideally with uncertainty bands (10th–90th percentile), not just a single point estimate.
This is conceptually the same move as the Dutch fit20 lifting dataset: they followed a huge number of people over long periods and showed a clear population-level pattern (big early gains, then diminishing returns), which lets you set expectations for individuals even though any single person varies. TrainerRoad could do that in cycling-specific form—conditioned on training style and phase—so a rider isn’t comparing themselves to a generic average, but to a cohort that matches their starting point and stimulus.
The payoff is better projections (especially for newer or noisier data situations) and, importantly, calibrated realism: instead of interpreting day-to-day changes in a point forecast as meaningful, athletes would see that the forecast is a distribution with a normal amount of variability, and that “meaningful change” depends on horizon and how their recent outcomes compare to what similar riders typically experience.