Items where Division is "Dipartimenti (from 2013) > DIPARTIMENTO DI FISICA" and Year is 1993
Number of items: 9. AAlles, Bartomeu and Campostrini, Massimo and Giacomo, Adriano Di and Gunduc, Yigit and Vicari, Ettore (1993) Renormalization and topological susceptibility on the lattice: SU(2) Yang-Mills theory. Physical review. D, Particles, fields, gravitation, and cosmology, 48 (5). pp. 2284-2289. ISSN 1550-7998 CCampostrini, Massimo and Rossi, Paolo and Vicari, Ettore (1993) Topological susceptibility and string tension in CP(N-1) models. Nuclear Physics B - Proceedings Supplements, 30 . pp. 830-833. ISSN 1873-3832 DDykman, M. I. and Luchinsky, D. G. and Mannella, R. and McClintock, P. V. E. and Soskin, S. M. and Stein, N. D. and Stocks, N. G. (1993) High Frequency Stochastic Resonance in Periodically Driven Systems. arXiv . Dykman, M. I. and Luchinsky, D. G. and Mannella, R. and McClintock, P. V. E. and Soskin, S. M. and Stein, N. D. and Stocks, N. G. (1993) Stochastic Resonance. arXiv . Dykman, MI and Haken, H and Hu, Gang and Luchinsky, DG and Mannella, Riccardo and McClintock, PVE and Ning, CZ and Stein, ND and Stocks, NG (1993) Linear Response Theory in Stochastic Resonance. Physics Letters A, 180 (4-5). pp. 332-336. ISSN 1873-2429 Dykman, MI and Luchinsky, DG and Mannella, Riccardo and McClintock, PVE and Short, HE and Stein, ND and Stocks, N G (1993) Noise-Induced Linearisation and Delinearisation. arXiv . Dykman, MI and Luchinsky, DG and Mannella, Riccardo and McClintock, PVE and Stein, ND and Stocks, NG (1993) Supernarrow Spectral Peaks and High Frequency Stochastic Resonance in Systems with Coexisting Periodic Attractors. Physical review. E, Statistical, nonlinear, and soft matter physics, 49 . pp. 1198-1215. ISSN 1550-2376 GGuida, R. and Konishi, K. (1993) Avalanche in the Valley (Fermions, Anomaly and Unitarity in High-Energy Electroweak Interactions). Physics letters. B , 298 (3-4). pp. 371-379. ISSN 1873-2445 MMannella, Riccardo and Grigolini, P and West, BJ (1993) A Dynamical Approach to Fractional Brownian Motion. arXiv . |