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We exhibit a sharp threshold for vanishing of rational cohomology in random flag complexes, providing a generalization of the Erd\H{o}s-R\'enyi theorem. As a corollary, almost all d-dimensional flag c...
Abstract: We use Wagner's algorithm to estimate the number of periodic points of certain selfmaps on compact surfaces with boundary. When counting according to homotopy classes, we can use the asympto...
Abstract: Given a chain complex with the only modi?cation that each cell of the complex has a probability distribution assigned. We will call this complex - a random complex and what should be underst...
We discuss scaling limits of large bipartite quadrangulations of positive genus. For a given g, we consider, for every n  1, a random quadrangulation qn uniformly distributed over the set of all ro...
Consider a real diagonal deterministic matrix Xn of size n with spectral measure converging to a compactly supported probability measure. We perturb this matrix by adding a random finite rank matrix, ...
We study some properties of a class of random connected planar fractal sets induced by a Poissonian scale-invariant and translation-invariant point process. Using the second-moment method, we show t...
When Ω is unb ounded the time-t map is no longer compact, but even i n this case, if g decays sufficiently fast at infinity, asymptotic compactness of orbits and hence the existence of a comp...

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