[PDF][PDF] Intertwinings for Continuum Particle Systems: an Algebraic Approach
S Floreani, S Jansen, S Wagner - Preprint, 2024 - emis.de
We develop the algebraic approach to duality, more precisely to intertwinings, within the
context of particle systems in general spaces, focusing on the su (1, 1) current algebra. We …
context of particle systems in general spaces, focusing on the su (1, 1) current algebra. We …
Intertwining and duality for consistent Markov processes
S Floreani, S Jansen, F Redig… - Electronic Journal of …, 2024 - projecteuclid.org
In this paper we derive intertwining relations for a broad class of conservative particle
systems both in discrete and continuous setting. Using the language of point process theory …
systems both in discrete and continuous setting. Using the language of point process theory …
Mosco convergence of independent particles and applications to particle systems with self-duality
M Ayala - arXiv preprint arXiv:2406.19088, 2024 - arxiv.org
We consider a sequence of Markov processes $\lbrace X_t^ n\mid n\in\mathbb {N}\rbrace $
with Dirichlet forms converging in the Mosco sense of Kuwae and Shioya to the Dirichlet …
with Dirichlet forms converging in the Mosco sense of Kuwae and Shioya to the Dirichlet …
[PDF][PDF] Intertwining for particle systems in the continuum
SC Wagner - 2024 - edoc.ub.uni-muenchen.de
Stochastic duality is a powerful tool that links two Markov processes using a common
observable, the duality function. This tool is useful if one of the processes is easier to study …
observable, the duality function. This tool is useful if one of the processes is easier to study …
[PDF][PDF] Duality for Markov processes: a Lie algebraic approach
C Giardina, F Redig - 2024 - diamweb.ewi.tudelft.nl
Research is often a joint effort of several people. Duality theory of Markov processes, being
a mathematical topic which is at the interface of diverse research areas, perfectly fits this …
a mathematical topic which is at the interface of diverse research areas, perfectly fits this …