Self-Duality of Markov Processes and Intertwining Functions
Self-Duality of Markov Processes and Intertwining Functions is a scholarly work, published in 2018 in ''Mathematical Physics, Analysis and Geometry''. The main subjects of the publication include duality, pure mathematics, Markov chain, Markov chain Monte Carlo, algebra over a field, unitary state, random matrix, Markov kernel, interacting particle system, and mathematics. The authors present a theorem which elucidates the connection between self-duality of\nMarkov processes and representation theory of Lie algebras.