Planar maps, circle patterns and 2D quantum gravity
A new model of random planar triangulations is presented. It shares relations with quasiconformal and conformal discrete geometry, Kähler geometry over random distributions of points, ideal tessellations in $AdS_3$ geometry, Polyakov’s 2D gravity and topological 2D gravity. This a joint work with Bertrand Eynard (IPhT).
IPhT
Speaker
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François David
