Lanlan Tang

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Common Coauthors
Coauthor Papers Together
Huaming Wang 1
Huaming Wang 1
Commonly Cited References
Action Title Year Authors # of times referenced
+ None 1997 Holger Dette
James Allen Fill
Jim Pitman
W. J. Studden
1
+ PDF Chat On some random walks on Z in random medium 2002 Julien Brémont
1
+ PDF Chat On the Number of Cutpoints of the Transient Nearest Neighbor Random Walk on the Line 2009 Endre Csáki
Antónia Földes
Pál Révész
1
+ Computation of limit periodic continued fractions. A survey 1995 Lisa Lorentzen
1
+ PDF Chat On Hitting Times and Fastest Strong Stationary Times for Skip-Free and More General Chains 2009 James Allen Fill
1
+ A Limit Theorem for a Random Walk in a Random Environment 1989 A. V. Letchikov
1
+ Cutpoints and Exchangeable Events for Random Walks 1997 Nicholas James
Yuval Peres
1
+ PDF Chat Some intersection properties of random walk paths 1960 Paul Erdős
S. J. Taylor
1
+ A generalization of the Borel–Cantelli Lemma 2004 V. V. Petrov
1
+ Recurrence and Transience of Random Walks¶in Random Environments on a Strip 2000 Erwin Bolthausen
Ilya Goldsheid
1
+ Continued Fractions with Applications. 1994 David R. Masson
Lisa Lorentzen
Haakon Waadeland
1
+ Recurrence and Transience Criteria for Random Walk in a Random Environment 1984 Eric S. Key
1
+ PDF Chat A transient Markov chain with finitely many cutpoints 2008 Nicholas James
Russell Lyons
Yuval Peres
1
+ A General Approach to the Strong Law of Large Numbers 2001 István Fazekas
Oleg Klesov
1
+ Skip-free Markov chains 2018 Michael C. H. Choi
Pierre Patie
1
+ PDF Chat Asymptotics of product of nonnegative 2-by-2 matrices with applications to random walks with asymptotically zero drifts 2022 Huaming Wang
Hongyan Sun
1
+ PDF Chat Two-type linear-fractional branching processes in varying environments with asymptotically constant mean matrices 2022 Huaming Wang
Huizi Yao
1
+ Random walks with jumps in random environments (examples of cycle and weight representations) 1999 1
+ Random walks and periodic continued fractions 1985 Wolfgang Woess
1
+ Continued fraction methods for random walks on â„• and on trees 1984 Peter Gerl
1