Ruelle–perron–frobenius spectrum for anosov maps M Blank, G Keller, C Liverani Nonlinearity 15 (6), 1905, 2002 | 296 | 2002 |
Metric properties of ε-trajectories of dynamical systems with stochastic behaviour ML Blank Ergodic Theory and Dynamical Systems 8 (3), 365-378, 1988 | 105 | 1988 |
Small perturbations of chaotic dynamical systems ML Blank Russian Mathematical Surveys 44 (6), 1, 1989 | 96 | 1989 |
Discreteness and continuity in problems of chaotic dynamics ML Blank American Mathematical Soc., 1997 | 92 | 1997 |
Random perturbations of chaotic dynamical systems: stability of the spectrum M Blank, G Keller Nonlinearity 11 (5), 1351, 1998 | 68 | 1998 |
Metric properties of discrete time exclusion type processes in continuum M Blank Journal of Statistical Physics 140, 170-197, 2010 | 60 | 2010 |
Weinberg and Blank on Take-overs and Mergers GM Weinberg, MV Blank, AL Greystoke, JO Dick, J White (No Title), 1989 | 60 | 1989 |
Pathologies generated by round-off in dynamical systems M Blank Physica D: Nonlinear Phenomena 78 (1-2), 93-114, 1994 | 56 | 1994 |
Multicomponent dynamical systems: SRB measures and phase transitions M Blank, L Bunimovich Nonlinearity 16 (1), 387, 2002 | 51 | 2002 |
Exact analysis of dynamical systems arising in models of traffic flow ML Blank Russian Mathematical Surveys 55 (3), 562, 2000 | 49 | 2000 |
Ergodic properties of a simple deterministic traffic flow model M Blank Journal of Statistical Physics 111, 903-930, 2003 | 45 | 2003 |
Ergodic properties of a simple deterministic traffic flow model M Blank Journal of Statistical Physics 111, 903-930, 2003 | 45 | 2003 |
Stochastic properties of deterministic dynamical systems M Blank Sov. Sci. Rev. C. Math./Phys. 6, 243-271, 1987 | 41 | 1987 |
Stochastic stability versus localization in one-dimensional chaotic dynamical systems M Blank, G Keller Nonlinearity 10 (1), 81, 1997 | 38 | 1997 |
Stochastic stability versus localization in one-dimensional chaotic dynamical systems M Blank, G Keller Nonlinearity 10 (1), 81, 1997 | 38 | 1997 |
Dynamics of traffic jams: order and chaos M Blank arXiv preprint nlin/0101051, 2001 | 34 | 2001 |
Metric properties of minimal solutions of discrete periodical variational problems ML Blank Nonlinearity 2 (1), 1, 1989 | 34 | 1989 |
Stability and localization in chaotic dynamics ML Blank Moscow Center for Cont. Math. Educ., Moscow, 2001 | 30 | 2001 |
Hysteresis phenomenon in deterministic traffic flows M Blank Journal of statistical physics 120 (3), 627-658, 2005 | 24 | 2005 |
Variational principles in the analysis of traffic flows.(Why it is worth to go against the flow.) M Blank arXiv preprint nlin/0003046, 2000 | 23 | 2000 |