On eigenfunctions of Markov processes on trees
By Laurent Miclo. 2008
54 citations recorded by the source corpus.
Subfields: Applied Mathematics, Geometry and Topology, Statistics and Probability
View Paper: https://www.semanticscholar.org/paper/2c0296852f6d441bb4a550cb863ead0a84c0e2e8
How researchers see this paper
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In Applied Mathematics
In Geometry and Topology
- Laurent Miclo
- Persi Diaconis
- James R. Lee
- Shayan Oveis Gharan
- Luca Trevisan
- Sourav Chatterjee
- Neil O'Connell
- Svante Janson
In Statistics and Probability
- Laurent Miclo
- Persi Diaconis
- James R. Lee
- Shayan Oveis Gharan
- Luca Trevisan
- Neil O'Connell
- Maxim Raginsky
- W. Koenig
Citations in the corpus
- Multiway Spectral Partitioning and Higher-Order Cheeger Inequalities (2014, background): “In fact, in the same paper that Miclo conjectured the validity of Theorem 1.1, he conjectured that .nding such a family {.i }should be possible [Miclo 2008; Daneshgar et al. 2012].”
- On hyperboundedness and spectrum of Markov operators (2014, background): “In [24] (see also [25]), we made the conjecture that there exists a mapping c : N → R∗+ such that for all (S, μ, L) as above, c(n) ι(2)n |L| ≤ λn ≤ ιn (6)”
- On Times to Quasi-stationarity for Birth and Death Processes (2009, background): “Essentially, this comes from the fact that the quasi-stationary distribution ρ considered in section 3 is decreasing on J0, N − 1K (see for instance Miclo [17]) and the iterative definitions of the Markov kernels used to intertwine the previous generators.”