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    为保证正文中科学事实的严谨性和给感兴趣的读者提供一些延伸阅读材料,在《作品相关》部分我将开始同步发布与正文中科学内容有关的文献和书籍,供大家参考。

    1. Aguirre, J.(2022). Life finds a way. Nature Ecology & Evolution, 6(11), 1599-1600.

    2. Anderson, p. w.(1972). more is different: broken symmetry and the nature of the hierarchical structure of science. Science, 177(4047), 393-396.

    2.mlodinow, L.(2009). the drunkard's walk: how randomness rules our lives. Vintage.

    3. bird, R. J.(2003). chaos and life: plexity and order in evolution and thought. columbia University press.

    4. cattivelli, F.,& Sayed, A. h.(2009, december). Self-organization in bird flight formations using diffusion adaptation. In 2009 3rd IEEE International workshop on putational Advances in multi-Sensor Adaptive processing (cAmSAp)(pp. 49-52). IEEE.

    5. dimock, G.,& Selig, m.(2003, december). the aerodynamic benefits of self-organization in bird flocks. In 41st Aerospace Sciences meeting and Exhibit (p. 608).

    6. Ivancevic, V. G.,& Ivancevic, t. t.(2008). plex nonlinearity: chaos, phase transitions, topology change and path integrals. Springer Science & business media.

    7.郝柏林.(1983).分岔,混沌,奇怪吸引子,湍流及其它——关于确定论系统中的内在随机性.物理学进展, 3(3), 335-416.

    8. Nicolis, G.,& prigogine, I.(1989). Exploring plexity an introduction.

    9. bak, p., tang, c.,& wiesenfeld, K.(1988). Self-organized criticality. physical Review A, 38(1), 364.

    10. Langacker, p.(1981). Grand unified theories and proton decay. physics Reports, 72(4), 185-385.

    11. Shearer, S. m.(2010). beautiful: the life of hedy Lamarr. macmillan.

    12. Kolmogorov, A. N.(1941). dissipation of energy in the locally isotropic turbulence. In dokl. Akad. Nauk. SSSR (Vol. 32, pp. 19-21).

    13. chaikin, p. m., Lubensky, t. c.,& witten, t. A.(1995). principles of condensed matter physics (Vol. 10). cambridge: cambridge university press.

    14.?uti?, I., Fabian, J.,& Sarma, S. d.(2004). Spintronics: Fundamentals and applications. Reviews of modern physics, 76(2), 323.

    15. braudel, F.(1958, december). histoire et sciences sociales: la longue durée. In Annales. histoire, Sciences Sociales (Vol. 13, No. 4, pp. 725-753). cambridge University press.

    16. bell III, J. F., mcSween Jr, h. Y., crisp, J. A., morris, R. V., murchie, S. L., bridges, N. t.,...& Soderblom, L.(2000). mineralogic and positional properties of martian soil and dust: Results from mars pathfinder. Journal of Geophysical Research: planets, 105(E1), 1721-1755.

    17. owen, t., biemann, K., Rushneck, d. R., biller, J. E., howarth, d. w.,& Lafleur, A. L.(1977). the position of the atmosphere at the surface of mars. Journal of Geophysical research, 82(28), 4635-4639.

    18. Sethna, J. p., dahmen, K. A.,& myers, c. R.(2001). crackling noise. Nature, 410(6825), 242-250.

    19. Azevedo, A.,& Rezende, S. m.(1991). controlling chaos in spin-wave instabilities. physical review letters, 66(10), 1342.

    20. durin, G.,& Zapperi, S.(2004). the barkhausen effect. arxiv preprint cond-mat\/0.

    21. colaiori, F.(2008). Exactly solvable model of avalanches dynamics for barkhausen crackling noise. Advances in physics, 57(4), 287-359.

    22. mandelbrot, b. b., Evertsz, c. J.,& Gutzwiller, m. c.(2004). Fractals and chaos: the mandelbrot set and beyond (Vol. 3). New York: Springer.

    23. branner, b.(1989). the mandelbrot set. In proc. symp. appl. math (Vol. 39, pp. 75-105).

    24. Grigorenko, I.,& Grigorenko, E.(2003). chaotic dynamics of the fractional Lorenz system. physical review letters, 91(3), 0.

    25. Guckenheimer, J.,& williams, R. F.(1979). Structural stability of Lorenz attractors. publications mathém... -->>

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