Nine papers document two mathematics workshops in Montreal during August and November 2016 on probabilistic methods in spectral geometry and topology respectively. They cover a geometric treatment of log-correlated Gaussian free fields, tangent nodal sets for random spherical harmonics, formal zeta function expansions and the frequency of Ramanujan graphs, Rank and Bollob�s-Riordan polynomials: coefficient measures and zeros, the Brownian motion of Aff(R) and quasi-local theorems, quantum limits of Eisenstein series in H3, observability and quantum limits for the Schr�dinger equation on Sd, random nodal lengths and Wiener chaos, and entropy bounds and quantum unique ergodicity for Hecke eigenfunctions on division algebras. Annotation �2020 Ringgold, Inc., Portland, OR (protoview.com)

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