Random Networking: Between Order and Chaos. van Leeuwaarden and S. Sen. M. Eckhoff, J. Goodman, R. van der Hofstad and F. R. Nardi. S. Bhamidi, S. Dhara, R. van der Hofstad and S. Sen. L. Federico, R. van der Hofstad, F. den Hollander and T. Hulshof. M. Heydenreich, R. van der Hofstad and T. Hulshof. High-dimensional incipient infinite clusters revisited. Preprints and Publications Remco van der Hofstad. Novel scaling limits for critical inhomogeneous random graphs. R. van der Hofstad, F. den Hollander and W. König. Consistent estimation in general sublinear preferential attachment trees. Linear Interference Cancellation in CDMA Systems and Large Deviations of the Correlation Matrix Eigenvalues, Stochastic model for the number of traversed routers in Internet. Weak disorder in the stochastic mean-field model of distance II. Critical two-point functions and the lace expansion for spread-out high-dimensional percolation and related models. Joint density for the local times of continuous-time Markov chains: Extended version. D. Brydges, R. van der Hofstad and W. König. Distribution of the ICI term in Phase Noise impaired OFDM systems. First passage percolation on the Erdös-Rényi random graph. [Annals of Applied Probability, F. Gao, A. van der Vaart, R. Castro and R. van der Hofstad. Prioriello. A generalised inductive approach to the lace expansion. Local PWIT dynamics. R. van der Hofstad, M. Holmes, A. Kuznetsov and W. Ruszel. R. van der Hofstad, A. Klenke and W. König. R. van der Hofstad. Long paths in first passage percolation on the complete graph II. On the covariance of the level sizes in random recursive trees. Uncovering disassortativity in large scale-free networks. Cluster tails for critical power-law inhomogeneous random graphs. First passage percolation on the random graph. One-dimensional random polymers. (Chapters I.6, II.2 and II.5) [Extensions of Erdos-Rényi random graphs Chapters I.4 and I.5. Universality for critical heavy-tailed network models: Metric structure of maximal components. Janssen, and J.S.H. Random walks on dynamic configuration models: a trichotomy. Janssen, J.H.S. S. Bhamidi, G. Hooghiemstra and R. van der Hofstad. Monotonicity for excited random walk in high dimensions. K. Bogerd, R. Castro and R. van der Hofstad. L. Albertazzi, D. van der Zwaag, C.M.A. Erratum: First passage percolation on random graphs with finite mean degrees Heavy-traffic analysis through uniform acceleration of transitory queues with diminishing populations. R. van der Hofstad, W. Kager and T. Muller. M. Deijfen, R. van der Hofstad and G. Hooghiemstra. To appear in Cambridge Series in Statistical and Probabilistic Mathematics. Klok and G. Hooghiemstra. Universality for the distance in finite variance random graphs. Power-law relations in random networks with communities Improving the performance of third generation wireless communication systems. E. Aïdékon, R. van der Hofstad, S. Kliem and J. van Leeuwaarden. Prioriello. Degree-degree correlations in random graphs with heavy-tailed degrees. Volume 2. Fixed speed competition on the configuration model with infinite variance degrees: unequal speeds. Scale-free network clustering in hyperbolic and other random graphs. Tighter enumeration of matroids of fixed rank. R. van der Hofstad, M.J. Klok, G. Hooghiemstra, T. Ojanperä and R. Prasad. The phase transition for the n-cube. R. van der Hofstad, J.S.H. C. Borgs, J.T. A survey of one-dimensional random polymers. R. van der Hofstad, G. Hooghiemstra en P. Van Mieghem. The lace expansion and the triangle condition. Phase transition in random intersection graphs with communities. Elect. Critical points for spread-out self-avoiding walk, percolation and the contact process above the upper critical dimension. A local limit theorem for the critical random graph. Gaussian scaling for the critical spread-out contact process above the upper critical dimension. Distances in random graphs with infinite mean degrees. van Leeuwaarden. R. van der Hofstad, A.J.E.M. Random graphs with arbitrary i.i.d. Large deviations for the one-dimensional Edwards model. O. Angel, R. van der Hofstad and C. Holmgren. From trees to graphs: collapsing continuous-time branching processes. degrees. S. Bhamidi, G. Hooghiemstra and R. van der Hofstad. Short paths for first passage percolation on the complete graph. Physical Review E. C. Giardinà, C. Giberti, R. van der Hofstad and M.L. The second largest component in the supercritical 2D Hamming graph. Induction. Degree distribution of shortest path trees and bias of network sampling algorithms. K. Avrachenkov, R. van der Hofstad and M. Sokol. Mean-field behavior for nearest-neighbor percolation in d > 10. Central limit theorem for the Edwards model. Large Deviations for CDMA with Interference Cancellation. Lecture notes for the 47th Summer School in Probability Saint-Flour 2017. van Leeuwaarden and A.J.E.M Janssen. R. van der Hofstad, M,J. van Roermund. The multiplicative coalescent, inhomogeneous continuum random trees, and new universality classes for critical random graphs. Diameters in preferential attachment models. C. Stegehuis, R. van der Hofstad and J.H.S. Limit theorems for assortativity and clustering in null models for scale-free networks. V.H. J.F. Mean-field behavior for long- and finite range Ising model, percolation and self-avoiding walk. Backbone scaling limit of the high-dimensional IIC. Diameter of the stochastic mean-field model of distance. Counting triangles in power-law uniform random graphs. van Leeuwaarden. Deviations of a random walk in a random scenery with stretched exponential tails. R. van der Hofstad, P. Mörters and N. Sidorova. Spread-out oriented percolation and related models above the upper critical dimension: Induction and Super-Processes. A stochastic view on surface inhomogeneity of nanoparticles. P. Van Mieghem, G. Hooghiemstra and R. van der Hofstad. R. van der Hofstad, M. Löwe and F. Vermet. 1. Finite-pool queues with heavy-tailed services. R. van der Hofstad, N. Gantert and W. König. van Leeuwaarden. S. Bhamidi, R. van der Hofstad and S. Sen. C. Stegehuis, R. van der Hofstad, J.H.S. Cycle structure of percolation on high-dimensional tori. Critical behavior in inhomogeneous random graphs. S. Bhamidi, R. van der Hofstad and J. van Leeuwaarden. Models complex networks B Inhomogeneous Random Graphs: Static random graph, independent edges withinhomogeneous edge occupation probabilities,yieldingscale-free graphs. Chayes, R. van der Hofstad, G. Slade and J. Spencer. Conference proceedings VTC'99 conference Amsterdam, September 19-22 1999. Construction of the incipient infinite cluster for spread-out oriented percolation above 4+1 dimensions. F. Caravenna, A. Garavaglia and R. van der Hofstad. Switch chain mixing times through triangle counts. The survival probability for critical spread-out oriented percolation above 4+1 dimensions. A. Fey-den Boer, M.J. Klok and R. van der Hofstad. Maximal clusters in non-critical percolation and related models. van der Hofstad and E.W. This version will be regularly updated. Large deviations for eigenvalues of sample covariance matrices. P. Gao, R. van der Hofstad, A. Southwell and C. Stegehuis. R. van der Hofstad, P. van der Hoorn, N. Litvak and C. Stegehuis. R. van der Hofstad, W. König and P. Mörters. T. Schenk, R. van der Hofstad, E. Fledderus and P. Smulders. van Leeuwaarden. R. van der Hofstad, R. Pendavingh and J. van der Pol. Universality for distances in power-law random graphs. Triadic closure in configuration models with unbounded degree fluctuations. Random Graphs and Complex Networks. Random walk on barely supercritical branching random walk. Random subgraphs of finite graphs: I. NoBLE for lattice trees and lattice animals. Annealed central limit theorems for the Ising model on random graphs.