Sub-Gaussian estimates of heat kernels on infinite graphs (2000)

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by Alexander Grigor'yan , Andras Telcs
Venue:Duke Math. J
Citations:32 - 10 self

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2 Sub-Gaussian estimates of heat kernels on infinite graphs – Andras Telcs
measure – Andras Telcs - 2011
30 Harnack inequalities and sub-Gaussian estimates for random walks – Alexander Grigor'yan, Andras Telcs - 2002
26 Manifolds and Graphs With Slow Heat Kernel Decay – Martin Barlow, Thierry Coulhon, Alexander Grigor'yan - 1999
27 On the relation between elliptic and parabolic Harnack inequalities – W. Hebisch, L. Saloff-Coste - 2001
3 Sobolev inequalities in familiar and unfamiliar settings – Laurent Saloff-coste
15 The Art of Random Walks – András Telcs - 2006
4 Hitting probabilities for Brownian motion on Riemannian manifolds – Alexander Grigor'yan, Laurent Saloff-coste
The heat kernel and its estimates – Laurent Saloff-coste
1 Asymptotic separation for independent trajectories of Markov processes – Alexander Grigor'yan, Mark Kelbert, Singleton Park
unknown title – Er Grigor’yan A, Jiaxin Hu C, Ka-sing Lau D, Communicated L. Gross - 2005
ON THE REGULARITY OF SAMPLE PATHS OF SUB-ELLIPTIC DIFFUSIONS ON MANIFOLDS – Alexander Bendikov, Laurent Saloff-coste - 2004
5 Heat kernels and sets with fractal structure – Martin T. Barlow
26 Higher Eigenvalues and Isoperimetric Inequalities on Riemannian manifolds and graphs – Fan Chung, Alexander Grigor'yan, Shing-tung Yau Z
1 TABLE OF CONTENTS – Seung H. Chung
5 Interpolation of Sobolev spaces, Littlewood-Paley inequalities and Riesz transforms on graphs – Nadine Badr, Emmanuel Russ, Université Paris-sud, Université Paul Cézanne
2 GAUSSIAN ESTIMATES FOR SPATIALLY INHOMOGENEOUS RANDOM WALKS ON Z D – Sami Mustapha - 2006
5 Harnack inequality and hyperbolicity for subelliptic p-Laplacians with applications to Picard type theorems – Thierry Coulhon, Ilkka Holopainen, L. Saloff-Coste - 2000
Upper Bounds for Transition Probabilities on Graphs – Andras Telcs - 2004