The realization of the generalized transfer equation in a medium with fractal geometry RR Nigmatullin physica status solidi (b) 133 (1), 425-430, 1986 | 645 | 1986 |

Fractional integral and its physical interpretation RR Nigmatullin Theoretical and Mathematical Physics 90 (3), 242-251, 1992 | 296 | 1992 |

To the theoretical explanation of the “universal response” RR Nigmatullin physica status solidi (b) 123 (2), 739-745, 1984 | 192 | 1984 |

Flèches du temps et géométrie fractale A Le Méhauté, RR Nigmatullin, L Nivanen Hermes, 1998 | 172 | 1998 |

Is there geometrical/physical meaning of the fractional integral with complex exponent? RR Nigmatullin, A Le Mehaute Journal of Non-Crystalline Solids 351 (33-36), 2888-2899, 2005 | 124 | 2005 |

Cole-Davidson dielectric relaxation as a self-similar relaxation process RR Nigmatullin, YE Ryabov Physics of the Solid State 39 (1), 87-90, 1997 | 124 | 1997 |

On the theory of relaxation for systems with “remnant” memory RR Nigmatullin physica status solidi (b) 124 (1), 389-393, 1984 | 84 | 1984 |

Mechanism of the cooperative relaxation in microemulsions near the percolation threshold Y Feldman, N Kozlovich, Y Alexandrov, R Nigmatullin, Y Ryabov Physical Review E 54 (5), 5420, 1996 | 82 | 1996 |

Fractional newtonian mechanics D Baleanu, A Golmankhaneh, R Nigmatullin, A Golmankhaneh Open Physics 8 (1), 120-125, 2010 | 81 | 2010 |

The statistics of the fractional moments: Is there any chance to “read quantitatively” any randomness? RR Nigmatullin Signal Processing 86 (10), 2529-2547, 2006 | 81 | 2006 |

Recognition of nonextensive statistical distributions by the eigencoordinates method RR Nigmatullin Physica A: Statistical Mechanics and its Applications 285 (3-4), 547-565, 2000 | 79 | 2000 |

Fractal-polarization correction in time domain dielectric spectroscopy Y Feldman, R Nigmatullin, E Polygalov, J Texter Physical Review E 58 (6), 7561, 1998 | 79 | 1998 |

Possibility between earthquake and explosion seismogram differentiation by discrete stochastic non-Markov processes and local Hurst exponent analysis R Yulmetyev, F Gafarov, P Hänggi, R Nigmatullin, S Kayumov Physical Review E 64 (6), 066132, 2001 | 70 | 2001 |

Recognition of the “fractional” kinetics in complex systems: dielectric properties of fresh fruits and vegetables from 0.01 to 1.8 GHz RR Nigmatullin, SO Nelson Signal processing 86 (10), 2744-2759, 2006 | 68 | 2006 |

‘Fractional’kinetic equations and ‘universal’decoupling of a memory function in mesoscale region RR Nigmatullin Physica A: Statistical Mechanics and its Applications 363 (2), 282-298, 2006 | 67 | 2006 |

Theory of dielectric relaxation in non-crystalline solids: from a set of micromotions to the averaged collective motion in the mesoscale region RR Nigmatullin Physica B: Condensed Matter 358 (1-4), 201-215, 2005 | 65 | 2005 |

Newtonian law with memory D Baleanu, AK Golmankhaneh, AK Golmankhaneh, RR Nigmatullin Nonlinear Dynamics 60 (1-2), 81-86, 2010 | 63 | 2010 |

Eigen-coordinates: New method of analytical functions identification in experimental measurements RR Nigmatullin Applied Magnetic Resonance 14 (4), 601-633, 1998 | 56 | 1998 |

Strongly correlated variables and existence of a universal distribution function for relative fluctuations RR Nigmatullin Physics of Wave Phenomena 16 (2), 119, 2008 | 55 | 2008 |

Universal distribution function for the strongly-correlated fluctuations: General way for description of different random sequences RR Nigmatullin Communications in Nonlinear Science and Numerical Simulation 15 (3), 637-647, 2010 | 52 | 2010 |