Insight

Know when your model is guessing

A probabilistic model such as DIM-GP, the engine inside STOCHOS, returns every prediction as a mean plus uncertainty bands. Where training data is dense the bands stay narrow; where the model has never seen data they widen. Engineers get a fit that says, point by point, how far to trust it.

The model that admits what it does not know is the one you can act on.

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The failure mode

A deterministic fit believes every point

A deterministic fit treats every training point as equally true. One suspect measurement, a mistyped value or a noisy reading, pulls the whole curve toward it, and the model still reports a single number per prediction with nothing attached to say how far to trust it.

A confidently wrong answer is the expensive kind. The error surfaces only after you have acted on it, and a decision built on a warped fit can take months to unwind.

A scatter of experimental points with a standard model curve that bends sharply toward one outlying measurement, drawn without any uncertainty band.
A standard fit treats every measurement as exact. One noisy point warps the curve, and nothing on the chart signals how far to trust it.
Side by side

What a probabilistic fit does differently

DIM-GP, the probabilistic engine inside STOCHOS, is designed for small, noisy datasets without manual tuning. Every prediction comes back as a mean with 1, 2, and 3 sigma bands around it.

A deterministic fit

Treats every training point as equally true.

Bends toward a suspect measurement.

Returns one number per prediction.

Reports the same confidence everywhere, data or no data.

A probabilistic model

Treats every training point as one noisy measurement.

Keeps a suspected outlier from dominating the fit.

Returns a mean plus 1, 2, and 3 sigma bands.

Widens the bands wherever the data runs out.

Read the bands as a map of data coverage: narrow where training points sit densely, wide where the model is extrapolating and a result needs validation first. The uncertainty quantification page covers how the bands are computed and used.

A DIM-GP fit of the same data showing a mean line with a shaded confidence band that is narrow where points are dense and wide where data is sparse, with the outlier discounted.
DIM-GP returns a mean with a confidence band: narrow where data is dense, wide where it is sparse. The suspect point is discounted, not chased.

Common questions

01Does a narrow band guarantee the prediction is right?

No. The bands quantify the model's confidence given the data it was trained on. Inside well-covered regions that is a strong signal. Outside them, a prediction still needs validation against a measurement or a solver run before you rely on it.

02Do wide bands mean the model is bad?

Wide bands mean the model is honest about a region it has not seen. They tell you where to measure or simulate next, and adding data there narrows them. A model that hides that gap is the one to worry about.

03Do I have to tune anything to get the bands?

There is nothing to tune. DIM-GP is designed for small, noisy datasets without manual tuning, and the mean and the bands come out of the same fit. Uncertainty arrives with every prediction, not as an extra step you switch on.

Related pages

Uncertainty Quantification

The method page: how the bands are computed and what they tell you.

How STOCHOS works

The DIM-GP model behind every prediction, explained.

When to trust an AI prediction

The decision side: when to sign off on a prediction and when to go back to the solver.

News and Guides

Every guide and insight we have published, in one place.

Next step

See where your model is guessing

Bring a dataset you already have, including the points you do not fully trust. We will fit it and show you where the predictions stand on data and where the bands open up.

Request a Demo Uncertainty Quantification

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Partners, customers, and research collaborators
AnsysCADFEMSimuTech GroupMEScoTSNEBoschZFGEMUDLRAdler LackeMankiewiczDuluxPlixxentFraunhoferHochschule NiederrheinFUELL Lab AutomationHumotionUniversitaet HamburgRobert Bosch Stiftung