Pages that link to "Item:Q3226862"

The following pages link to Symmetric Measures on Cartesian Products (Q3226862):

Displaying 22 items.

• Canonical representations and convergence criteria for processes with interchangeable increments (Q5667331) (← links)
• A note on exchangeable sequences (Q5681327) (← links)
• Idempotency of the hull-formation H ? (Q5723421) (← links)
• One-sided convergence in the Boltzmann–Grad limit (Q5743172) (← links)
• Semi-analytic approximate stability selection for correlated data in generalized linear models (Q5856917) (← links)
• De Finetti-type theorems on quasi-local algebras and infinite Fermi tensor products (Q5885549) (← links)
• Conformal Prediction: A Gentle Introduction (Q5885998) (← links)
• Cluster and feature modeling from combinatorial stochastic processes (Q5965027) (← links)
• A category-theoretic proof of the ergodic decomposition theorem (Q6068437) (← links)
• Convex geometry of finite exchangeable laws and de Finetti style representation with universal correlated corrections (Q6085093) (← links)
• The Dawn of Martingale Convergence: Jessen’s Theorem and Lévy’s Lemma (Q6096233) (← links)
• Local exchangeability (Q6103228) (← links)
• Phase transitions, logarithmic Sobolev inequalities, and uniform-in-time propagation of chaos for weakly interacting diffusions (Q6160258) (← links)
• Geometry of sample spaces (Q6175775) (← links)
• The role of exchangeability in causal inference (Q6181740) (← links)
• Mean-field limits for quantum systems and nonlinear Gibbs measures (Q6200705) (← links)
• Advances in quantum permutation groups (Q6494712) (← links)
• Bayesian modeling via discrete nonparametric priors (Q6579473) (← links)
• De Finetti's theorem and related results for infinite weighted exchangeable sequences (Q6589582) (← links)
• Optimal Dorfman group testing for symmetric distributions (Q6617267) (← links)
• On de Finetti-type theorems (Q6621021) (← links)
• Hoeffding and Bernstein inequalities for weighted sums of exchangeable random variables (Q6628940) (← links)