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27. Friedman, N., Ito, S., Brinkman, B. A., Shimono, M., DeVille, R. L., Dahmen, K. A.,...& Butler, T. C.(2012). Universal critical dynamics in high resolution neuronal avalanche data. Physical review letters, 108(20), .

28. Hobbs, J. P., Smith, J. L.,& Beggs, J. M.(2010). Aberrant neuronal avalanches in cortical tissue removed from juvenile epilepsy patients. Journal of Clinical Neurophysiology, 27(6), 380-386.

29. Strogatz, S. H.(2018). Nonlinear dynamics and chaos with student solutions manual: With applications to physics, biology, chemistry, and engineering. CRC press.

30. Sornette, A.,& Sornette, D.(1989). Self-organized criticality and earthquakes. Europhysics Letters, 9(3), 197.

31. Romanczuk, P.,& Daniels, B. C.(2023). Phase Transitions and Criticality in the Collective Behavior of Animals—Self-Organization and Biological Function. In Order, Disorder and Criticality: Advanced Problems of Phase Transition Theory (pp. 179-208).

32. Steyer, A.,& Zimmermann, J. B.(2001). Self organised criticality in economic and social networks: The case of innovation diffusion. In Economics with Heterogeneous Interacting Agents (pp. 27-41). Springer Berlin Heidelberg.

33. Mardling, R. A.(2008). Resonance, chaos and stability: The three-body problem in astrophysics. The Cambridge N-Body Lectures, 59-96.

34. Zeng, X., Pielke, R. A.,& Eykholt, R.(1993). Chaos theory and its applications to the atmosphere. Bulletin of the American Meteorological Society, 74(4), 631-644.

35. Manneville, P.(2010). Instabilities, chaos and turbulence (Vol. 1). World Scientific.

36. Uhlenbeck, G. E.,& Ornstein, L. S.(1930). On the theory of the Brownian motion. Physical review, 36(5), 823.

37. Fujisaka, H.,& Grossmann, S.(1982). Chaos-induced diffusion in nonlinear discrete dynamics. Zeitschrift für Physik B Condensed Matter, 48, 261-275.

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