Explainable risk modelling built for insurance pricing.Run a pricing pilot

Risk modelling

Build superior models 10x faster.

Exakt fits and compares multiple Explainable Boosting Machines (EBMs) at once, using smart variable selection. Automatic smoothing greatly reduces the manual work between fits.

Modelling challenges

Manual work slows model development.

Variable-selection chart with a highlighted set of 13 variables

Too many candidates

Testing variables one at a time makes it hard to see which combination adds durable signal.

Line chart comparing a function before and after smoothing

Manual smoothing

Repeatedly reshaping noisy functions takes time and can make decisions difficult to reproduce.

Overlapping files with a file-replaced notice

Lost model history

When alternatives overwrite each other, reviewers cannot see why one model was selected.

How Exakt helps

Build and compare models with less manual work.

EBM's are additive in nature and can serve as a drop-in replacement for classic GLMs with near-GBM performance. Exakt's optimised implementation trains a single EBM up to 6x faster and achieves up to 10% higher predictive performance than the base implementation.

Illustrative modelling workspaceMotor frequency

Inspect every factor and smooth noisy effects

Explainable Boosting Machine (EBM) is additive, so you can inspect each factor's fitted effect on risk. Automatic smoothing reduces noise where data is thin and cuts the manual work between fits.

VariableDriver ageConstraintIncreasing

Original and auto-smoothed driver age relativities with exposure.

Commercial decision

Use the risk estimate to find where you can compete.

A clearer estimate of expected loss shows where the current price leaves room for a better offer and where the insurer needs more premium, different terms, or less exposure.

Expected risk below current estimateTest a more competitive price.

Check the expected close rate and margin across the portfolio.

Expected risk above current priceProtect the portfolio.

Change the price, terms, or exposure before the claims result arrives.

Next step

A strong model still needs a portfolio test.