|
ÖÐÎÄ |
|
English | ![]() |
¡¡ |
|
Ñо¿·½Ïò£º ÀëÉ¢¸ÅÂÊÂÛÓëͳ¼ÆÎïÀí ½ÌÓý¾Àú£º
¹¤×÷¾Àú£º
´ú±íÐÔÂÛÎÄÓëÖø×÷£º [1] Tang P. A note on some critical thresholds of Bernoulli percolation[J]. Electronic Journal of Probability, 2023, 28: 1-22. [2] Tang P. Return probabilities on nonunimodular transitive graphs[J]. Electronic Journal of Probability, 2022, 27: 1-27. [3] Tang P. Weights of uniform spanning forests on nonunimodular transitive graphs[J]. Electronic Journal of Probability, 2021, 26: 1-62. [4] Hu, Y., Lyons, R. and Tang P. (2021). A reverse Aldous-Broder algorithm. Ann. Inst. H. Poincar¨¦ Probab. Statist. 57(2): 890-900. [5] Tang P. Heavy Bernoulli-percolation clusters are indistinguishable[J]. The Annals of Probability, 2019, 47(6): 4077-4115. [6] Damron M, Tang P. Superlinearity of geodesic length in 2D critical first-passage percolation. Sojourns in Probability Theory and Statistical Physics - II. 2019: 101-122. |
||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||