Spectral asymptotics for continuum random trees
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Mon, 11/10/2010 15:45 |
Ben Hambly |
Stochastic Analysis Seminar  |
Eagle House |
| We review the problem of determining the high frequency asymptotics of the spectrum of the Laplacian and its relationship to the geometry of a domain. We then establish these asymptotics for some continuum random trees as well as the scaling limit of the critical random graph. | |||