Tobias Fritz --- Categorical Probability and the de Finetti Theorem.

ACT 2021 - Day 5, Session 1See more

Tobias Fritz: The law of large numbers in categorical probabilitySee more

Tobias Fritz: Information flow with Markov categoriesSee more

Involutive Markov categories and the quantum de Finetti theorem - Antonio LorenzinSee more

The de Finetti theorem in categorical probability -- Tobias Fritz PHK 07.042.021See more

Tobias Fritz: Vergleichsstellensätze for ordered semirings ISee more

Tobias Fritz: Towards probability theory without measure theorySee more

Paolo Perrone --- Categorical probability, Markov categories, and the de Finetti theorem.See more

Section 8.2, part 1 - "De Finetti's theorem"See more

Tobias Fritz : The inflation technique for casual inference with hidden variableSee more

Markov categories: Probability and Statistics as a Theory of Information FlowSee more

Tobias Fritz: Vergleichsstellensätze for ordered semirings IISee more

T. Tsankov: On some generalizations of de Finetti's theoremSee more

De Finetti's GameSee more

Plenary Talk 3 - Quantum de Finetti Theorems as Categorical LimitsSee more

The World According to De FinettiSee more

“Probability does not exist” | On de Finetti's Instrumentalist Philosophy of ProbabilitySee more

Exchangeability of random sequencesSee more

Bart Jacobs: De Finetti's construction as a categorical limitSee more