72 citations as recorded by crossref.

1. Generalized stochastic resonance in a time-delay fractional oscillator with damping fluctuation and signal-modulated noise L. Lin et al.
2. Stochastic Methods and Complexity Science in Climate Research and Modeling C. Franzke et al.
3. MULTIFRACTALS, GENERALIZED SCALE INVARIANCE AND COMPLEXITY IN GEOPHYSICS D. SCHERTZER & S. LOVEJOY
4. Autonomous stochastic resonance driven by colored noise S. Mondal et al.
5. Adaptive detection of impact signals with two-dimensional piecewise tri-stable stochastic resonance and its application in bearing fault diagnosis G. Zhang et al.
6. Chimera states in ensembles of bistable elements with regular and chaotic dynamics I. Shepelev et al.
7. Fokker-Planck dynamics of two coupled van der Pol oscillators subjected to stochastic forcing M. Lee et al.
8. Vibrational resonance and chaos control in the canonical Chua’s circuit with a smooth nonlinear resistor H. Li et al.
9. A Physical–Mathematical Approach to Climate Change Effects through Stochastic Resonance M. Caccamo & S. Magazù
10. Noise Spectral of GML Noise and GSR Behaviors for FGLE with Random Mass and Random Frequency L. Qiu et al.
11. Stochastic resonance in an asymmetric tri-stable system driven by correlated noises and periodic signal L. He et al.
12. Effects of electric field on vibrational resonances in Hindmarsh–Rose neuronal systems for signal detection X. Li et al.
13. Ghost responses of the FitzHugh–Nagumo system induced by colored noise M. Bordet et al.
14. Divergence of relative difference in Gaussian distribution function and stochastic resonance in a bistable system with frictionless state transition S. Kasai et al.
15. Early Warning from Space for a Few Key Tipping Points in Physical, Biological, and Social-Ecological Systems D. Swingedouw et al.
16. Noise-induced transitions in a double-well oscillator with nonlinear dissipation V. Semenov et al.
17. The emergence of waves in random discrete systems J. Pickton et al.
18. Nonlinear effect of time delay on the generalized stochastic resonance in a fractional oscillator with multiplicative polynomial noise S. Zhong et al.
19. On quantifying the climate of the nonautonomous Lorenz-63 model J. Daron & D. Stainforth
20. The Stochastic Resonance Behaviors of a Generalized Harmonic Oscillator Subject to Multiplicative and Periodically Modulated Noises S. Zhong et al.
21. Bistable systems with stochastic noise: virtues and limits of effective one-dimensional Langevin equations V. Lucarini et al.
22. Electrokinetic-Noise-Assisted Barrier Crossing in a Nanofluidic Environment S. Lameh et al.
23. Enhanced stochastic resonance in the coupled FitzHugh-Nagumo neuron model with applications in rolling bearing composite fault diagnosis X. Huang et al.
24. Resonance behavior for a generalized Mittag-Leffler fractional Langevin equation with hydrodynamic interactions G. He et al.
25. Temperature-induced stochastic resonance in Kerr photonic cavities for frequency shift B. Braeckeveldt & B. Maes
26. Stochastic resonance of rotating particles in turbulence Z. Wang et al.
27. Stochastic resonance system with linear random frequency fluctuation for aperiodic LFM signal L. Lin et al.
28. Effects of electric field on multiple vibrational resonances in Hindmarsh-Rose neuronal systems G. Wang et al.
29. Stochastic resonance for nonequilibrium systems V. Lucarini
30. Forecasting and policy when “we simply do not know” A. Kirman et al.
31. Optimal signal response: From classical resonance to quenched disorder resonance L. Cong et al.
32. Fusion by Magnetic Reconnection Inquiry O. Agamalov
33. Spatio-temporal structures in ensembles of coupled chaotic systems G. Strelkova & V. Anishchenko
34. Implementation of a noise-coexistence threshold logic architecture on a GaAs-based nanowire FET network R. Kuroda & S. Kasai
35. Effects of high–low-frequency electromagnetic radiation on vibrational resonance in FitzHugh–Nagumo neuronal systems K. Wu & J. Li
36. Stochastic and parameter analysis for an integrative cancer model M. Reale et al.
37. Stochastic resonance of double fractional-order coupled oscillator with mass and damping fluctuations R. Ren et al.
38. Stochastic resonance induced performance enhancement of MEMS cantilever biosensors P. Singh & R. Yadava
39. Stochastic resonance of a linear harmonic oscillator with non-linear damping fluctuation . Tian Yan et al.
40. Relaxation time as an indicator of critical transition to a eutrophic lake state: The role of stochastic resonance Z. Ma et al.
41. Research on the Transmission Characteristics of FitzHugh-Nagumo Neuron G. Wang et al.
42. Resonance behavior for a trapped particle described by a three-dimensional fractional Langevin equation H. Li et al.
43. Stochastic Resonance in a Linear Fractional Langevin Equation S. Zhong et al.
44. Stochastic resonance for a Jerk oscillator with a generalized Mittag-Leffler noise H. Li et al.
45. Resonance behavior of fractional harmonic oscillator driven by exponentially correlated dichotomous noises Z. Tu et al.
46. An improved bistable stochastic resonance method and its application in early bearing fault diagnosis Y. Zhao et al.
47. Multifractal characterization and comparison of meteorological time series from two climatic zones J. Krzyszczak et al.
48. Physics of Disordered Systems S. Karmakar
49. Guided Self-Organization in a Dynamic Embodied System Based on Attractor Selection Mechanism S. Nurzaman et al.
50. Introducing Noise Can Lift Sub-Threshold Signals Above the Threshold to Generate Perception: A New Perspective on Consciousness P. Walla
51. How far can we go with fuzzy logic? Perspectives on model-based reasoning and stochastic resonance in scientific models S. De Bianchi & S. Gaudenzi
52. Stochastic resonance in two coupled fractional oscillators with potential and coupling parameters subjected to quadratic asymmetric dichotomous noise . Vishwamittar et al.
53. Quenched disorder-induced chaotic resonance: Optimal stimulus response near the edge of chaos C. Liu et al.
54. Parameter-adjusted stochastic resonance system for the aperiodic echo chirp signal in optimal FrFT domain L. Lin et al.
55. Investigating different synaptic connections of the Chay neuron model S. Shadizadeh et al.
56. Stochastic Resonance in Coupled Underdamped Harmonic Oscillators with Fluctuating Frequency Driven by Dichotomous Noise Z. Tu et al.
57. Double-maximum enhancement of signal-to-noise ratio gain via stochastic resonance and vibrational resonance F. Duan et al.
58. Oscillation Phenomena in the Oceanic General Circulation and Rhythmic Phenomena in Nonlinear Systems S. SHIMOKAWA & T. MATSUURA
59. Resonant behavior of a harmonic oscillator with fluctuating mass driven by a Mittag-Leffler noise S. Zhong et al.
60. Spatio-temporal structures in ensembles of coupled chaotic systems G. Strelkova & V. Anishchenko
61. Noise-induced transitions in a double-well excitable oscillator V. Semenov
62. 100 kyr ice age cycles as a timescale-matching problem T. Mitsui et al.
63. On the Breaking of the Milankovitch Cycles Triggered by Temperature Increase: The Stochastic Resonance Response M. Caccamo & S. Magazù
64. Exomoon climate models with the carbonate-silicate cycle and viscoelastic tidal heating D. Forgan & V. Dobos
65. Milankovitch cycles of terrestrial planets in binary star systems D. Forgan
66. Analytic exploration of safe basins in a benchmark problem of forced escape G. Karmi et al.
67. Drastic effects of an inert Pt wire on the redox behavior of the Belousov–Zhabotinsky reaction A. Tang & J. Wang
68. A weak fault diagnosis method for rotating machinery based on compressed sensing and stochastic resonance P. Shi et al.
69. Improvement of Sensitivity of Signal Detection in Stochastic Resonance Using Oversampling T. Kawaguchi et al.
70. Stochastic resonance of an underdamped linear harmonic oscillator with fluctuating mass and fluctuating frequency . Zhong Su-Chuan et al.
71. Bona fide stochastic resonance under nonGaussian active fluctuations G. Paneru et al.
72. Optimal energy pumping in an entrained neural system by frequency shuffling A. Chotalia et al.