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Electronic Research Announcements of the American Mathematical Society

Volumn 15, Issue , 2008, Pages 17-23

Hyperfinite graph limits

(1) Schramm, Oded a

a MICROSOFT (United States)

Author keywords

Generalizations of amenability; Graph limits

Indexed keywords

EID: 64549159682 PISSN: None EISSN: 10796762 Source Type: Journal
DOI: None Document Type: Article

Times cited : (24)

References (13)

1
- 32344452263
- arXiv:math/0306355
- O. Angel and I. Benjamini, A Phase Transition for the Metric Distortion of Percolation on the Hypercube, 2003, arXiv:math/0306355
- (2003) A Phase Transition for the Metric Distortion of Percolation on the Hypercube
- Angel, O.¹ Benjamini, I.²

2
- 33645339194
- arXiv:math/0603062
- D. Aldous and R. Lyons, Processes on Unimodular Random Networks, 2006, arXiv:math/0603062
- (2006) Processes on Unimodular Random Networks
- Aldous, D.¹ Lyons, R.²

3
- 0000393829
- Density and uniqueness in percolation
- MR 0990777 (90g:60090)
- R. M. Burton and M. Keane. Density and uniqueness in percolation, Comm. Math. Phys., 121 (1989), 501-505. MR 0990777 (90g:60090)
- (1989) Comm. Math. Phys. , vol.121 , pp. 501-505
- Burton, R.M.¹ Keane, M.²

4
- 0033447464
- Group-invariant percolation on graphs
- MR 1675890 (99m:60149)
- I. Benjamini, R. Lyons, Y. Peres and O. Schramm. Group-invariant percolation on graphs, Geom. Funct. Anal., 9 (1999), 29-66. MR 1675890 (99m:60149)
- (1999) Geom. Funct. Anal. , vol.9 , pp. 29-66
- Benjamini, I.¹ Lyons, R.² Peres, Y.³ Schramm, O.⁴

5
- 0001883932
- d, many questions and a few answers
- (electronic).MR 1423907 (97j:60179)
- d, many questions and a few answers, Electron. Comm. Probab., 1 (1996), 71-82 (electronic). MR 1423907 (97j:60179)
- (1996) Electron. Comm. Probab. , vol.1 , pp. 71-82
- Benjamini, I.¹ Schramm, O.²

6
- 0242278812
- Recurrence of distributional limits of finite planar graphs
- (electronic). MR 1873300 (2002m:82025)
- Itai Benjamini and Oded Schramm. Recurrence of distributional limits of finite planar graphs, Electron. J. Probab., 6 (2001) (electronic). MR 1873300 (2002m:82025)
- (2001) Electron. J. Probab. , vol.6
- Benjamini, I.¹ Schramm, O.²

7
- 70449106511
- Preprint
- I. Benjamini, O. Schramm and A. Shapira. Every minor-closed property of sparse graphs is testable, 2007. Preprint.
- (2007) Every minor-closed property of sparse graphs is testable
- Benjamini, I.¹ Schramm, O.² Shapira, A.³

8
- 64549111100
- arXiv:math/0608474
- G. Elek, The combinatorial cost, 2006, arXiv:math/0608474
- (2006) The Combinatorial Cost
- Elek, G.¹

9
- 64549100489
- arXiv:0709.1261
- 2-spectral invariants and convergent sequences of finite graphs, 2007, arXiv:0709.1261
- (2007) 2-Spectral Invariants and Convergent Sequences of Finite Graphs
- Elek, G.¹

10
- 64549110502
- arXiv:0711.2800
- G. Elek, A regularity lemma for bounded degree graphs and its applications: Parameter testing and infinite volume limits, 2007, arXiv:0711.2800.
- (2007) A Regularity Lemma for Bounded Degree Graphs and Its Applications: Parameter Testing and Infinite Volume Limits
- Elek, G.¹

11
- 0040453578
- Infinite clusters in dependent automorphism invariant percolation on trees
- MR 1457624 (98f:60207)
- Olle Häggström, Infinite clusters in dependent automorphism invariant percolation on trees, Ann. Probab., 25 (1997), 1423-1436. MR 1457624 (98f:60207)
- (1997) Ann. Probab. , vol.25 , pp. 1423-1436
- Häggström, O.¹

12
- 33845276522
- Limits of dense graph sequences
- MR 2274085 (2007m:05132)
- László Lovász and Balázs Szegedy, Limits of dense graph sequences, J. Combin. Theory Ser. B, 96 (2006), 933-957. MR 2274085 (2007m:05132)
- (2006) J. Combin. Theory Ser. B , vol.96 , pp. 933-957
- Lovász, L..¹ Szegedy, B.²

13
- 0001029324
- Applications of a planar separator theorem
- MR 0584516 (82e:68067)
- Richard J. Lipton and Robert Endre Tarjan, Applications of a planar separator theorem, SIAM J. Comput., 9 (1980), 615-627. MR 0584516 (82e:68067)
- (1980) SIAM J. Comput. , vol.9 , pp. 615-627
- Lipton, R.J.¹ Tarjan, R.E.²

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