Quasi-stationary distributions for Markov chains on a general state space

By Richard L. Tweedie. 1974

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1. Bernhard Schölkopf
2. Michel Besserve
3. Dominik Janzing
4. Rémy Sun
5. Jan Peters
6. David Lopez-Paz
7. Kun Zhang
8. Yoshua Bengio

Citations in the corpus

• A theory of independent mechanisms for extrapolation in generative models (2020, background): “(Tweedie, 1974)), we provide the following result on the evolution of a distribution close to Sc0 .”
• Quasi-stationary Distributions : A Bibliography (2000, background): “Li and Xiao [201] Lin, Zhang and Hou [206] Mei and Lin [218] Moler, Plo and San Miguel [219] Nair and Pollett [224] Nair and Pollett [223] Pakes [246] Pakes [250] Pollett [269] Pollett [272] Pollett [273] Pollett [276] Pollett [280] Pollett [281] Pollett [286] Pollett [288] Pollett and Roberts [290]”
• Quasilimiting behavior for one-dimensional diffusions with killing (2010, background): “This corresponds to the R-null and R-transient cases in Tweedie’s theory [Tweedie (1974b, 1974a)], where the decay of the transition kernel is not exactly exponential with rate −λκ0 , but slightly faster, in the sense that eλ κ 0 tpκ(t, x, y) → 0 (pκ being the diffusion transition kernel).”