Distributions
01
Credit Risk Modeling
Conventional risk models lean on the Gaussian distribution, whose thin tails assign vanishingly small probability to large moves. Markets do not oblige. Defaults cluster, volatility spikes, and losses arrive in the far tail far more often than a normal curve permits — which is precisely where capital is destroyed.
We work with heavy-tailed methods — q-Gaussian and related families — that model the shape of the tail directly rather than treating extreme events as noise. The result is risk estimates that hold up when they are needed most: in the regimes that conventional calibration systematically underprices.
The company's name is not incidental. A cumulant is a quantity that describes the shape of a probability distribution — its skew, its kurtosis, the weight of its tails. We are named after the mathematics of tail risk.