Discontinuity of the magnetization in one-dimensional 1/¦x−y¦2 Ising and Potts models M. AizenmanJ. T. ChayesC. M. Newman Articles Pages: 1 - 40
Decorated star-triangle relations and exact integrability of the one-dimensional Hubbard model B. Sriram Shastry Articles Pages: 57 - 79
Restoration of universality for the rod-to-coil transition scaling in the infinite-dimensionality limit: Exact results for directed walks V. PrivmanN. M. Švrakić Articles Pages: 81 - 89
Loop-erased self-avoiding random walk in two and three dimensions Gregory F. Lawler Articles Pages: 91 - 108
The pivot algorithm: A highly efficient Monte Carlo method for the self-avoiding walk Neal MadrasAlan D. Sokal Articles Pages: 109 - 186
A quantitative analysis of the simulated annealing algorithm: A case study for the traveling salesman problem Emile H. L. AartsJan H. M. KorstPeter J. M. van Laarhoven Articles Pages: 187 - 206
Phase diagram of a one-dimensional model with nonconvex interactions, using the method of effective potentials Weiren Chou Articles Pages: 207 - 212
A matrix method for estimating the Liapunov exponent of one-dimensional systems Abraham Boyarsky Articles Pages: 213 - 229
Nonlinear neural networks. I. General theory J. L. van HemmenD. GrensingR. Kühn Articles Pages: 231 - 257
Nonlinear neural networks. II. Information processing J. L. van HemmenD. GrensingR. Kühn Articles Pages: 259 - 293
Scaling solutions of Smoluchowski's coagulation equation P. G. J. van DongenM. H. Ernst Articles Pages: 295 - 329
On the relaxation time of Gauss' continued-fraction map. II. The Banach space approach (transfer operator method) D. MayerG. Roepstorff Articles Pages: 331 - 344
Some first passage time problems for shot noise processes Jaume MasoliverGeorge H. Weiss Articles Pages: 377 - 382
A thermochemical instability. II. Inhomogeneous fluctuations E. TirapeguiC. van den Broeck Articles Pages: 439 - 458
Note on eigenvectors of a renormalization transformation L. SchimmeleM. Fähnle Short Communications Pages: 459 - 460
Initiation of damage in the Kauffman model Martin CorstenPeter Poole Short Communications Pages: 461 - 463
Book review:Simple models of equilibrium and nonequilibrium phenomena I. Oppenheim BookReview Pages: 467 - 467
