Computable Randomness Is About More Than Probabilities. - Floris Persiau; Jasper De Bock; Gert de Cooman (SUM, 2020)

The Smallest Probability Interval a Sequence Is Random for: A Study for Six Types of Randomness. - Floris Persiau; Jasper De Bock; Gert de Cooman (ECSQARU, 2021)

A Remarkable Equivalence between Non-Stationary Precise and Stationary Imprecise Uncertainty Models in Computable Randomness. - Floris Persiau; Jasper De Bock; Gert de Cooman (ISIPTA, 2021)

On the (dis)similarities between stationary imprecise and non-stationary precise uncertainty models in algorithmic randomness. - Floris Persiau; Jasper De Bock; Gert de Cooman (Int. J. Approx. Reason., 2022)

Imprecision in martingale-theoretic prequential randomness. - Floris Persiau; Gert de Cooman (ISIPTA, 2023)

Imprecision in martingale- and test-theoretic prequential randomness. - Floris Persiau; Gert de Cooman (Int. J. Approx. Reason., 2024)

A convenient characterisation of convergent upper transition operators. - Jasper De Bock; Alexander Erreygers; Floris Persiau (ISIPTA, 2025)

Randomness and imprecision: From supermartingales to randomness tests. - Gert de Cooman; Floris Persiau; Jasper De Bock (Inf. Comput., 2025)