Pages that link to "Item:Q2280560"
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The following pages link to Dynkin isomorphism and Mermin-Wagner theorems for hyperbolic sigma models and recurrence of the two-dimensional vertex-reinforced jump process (Q2280560):
Displaying 16 items.
- Supersymmetric hyperbolic \(\sigma\)-models and bounds on correlations in two dimensions (Q820896) (← links)
- Convergence of vertex-reinforced jump processes to an extension of the supersymmetric hyperbolic nonlinear sigma model (Q1740601) (← links)
- The geometry of random walk isomorphism theorems (Q2041802) (← links)
- A note on recurrence of the vertex reinforced jump process and fractional moments localization (Q2042746) (← links)
- Power-law decay of weights and recurrence of the two-dimensional VRJP (Q2042750) (← links)
- Polynomial localization of the 2D-vertex reinforced jump process (Q2064873) (← links)
- Vertex-reinforced jump process on the integers with nonlinear reinforcement (Q2083262) (← links)
- Loop-erased random walk as a spin system observable (Q2658892) (← links)
- Random spanning forests and hyperbolic symmetry (Q2658938) (← links)
- Martingales and some generalizations arising from the supersymmetric hyperbolic sigma model (Q4612241) (← links)
- MATRIX-MFO tandem workshop: Stochastic reinforcement processes and graphs. Abstracts from the MATRIX-MFO tandem workshop held March 5--10, 2023 (Q6076082) (← links)
- Spin systems with hyperbolic symmetry: a survey (Q6200712) (← links)
- A Ray-Knight theorem for \(\nabla \phi\) interface models and scaling limits (Q6550174) (← links)
- First passage percolation with long-range correlations and applications to random Schrödinger operators (Q6590447) (← links)
- \( \mathbb{H}^{2|2} \)-model and vertex-reinforced jump process on regular trees: infinite-order transition and an intermediate phase (Q6592100) (← links)
- A multi-dimensional version of Lamperti's relation and the Matsumoto-Yor processes (Q6596206) (← links)
