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下載全書 - The Chinese University of Hong Kong

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彭 金 滿 、 王 永 雄 、 陳 天 機 : 光 天 化 日 下 的 「 不 軌 行 為 」 1718. Lissauer, J. J. (1999). Chaotic motion in the solar system. Review <strong>of</strong>Modern Physics, 71 (3), 835–845.9. Lissauer, J. J., & Murray, C. D. (2006). Solar system dynamics:regular and chaotic motion. In L. A. McFadden, P. R. Weissman,& T. V. Johnson (Eds.), Encyclopedia <strong>of</strong> the Solar System (pp. 787–812). New York: Elsevier.10. Murray, C. (1994). Is the solar system stable? In N. Hall (Ed.),Exploring Chaos: A Guide to the New Science <strong>of</strong> Disorder (pp. 96–107). New York: Norton.11. Shiga, D. (2008). Solar system could go haywire before the Sun dies.Retrieved December 2, 2008, from http://space.newscientist.com/article/dn13757-solar-system-could-go-haywire-before-the-sun-dies.html.12. Sussman, G. J., & Wisdom, J. (1992). Chaotic evolution <strong>of</strong> the solarsystem. Science, 257 (5066). Retrieved December 2, 2008, from http://swiss.csail.mit.edu/users/wisdom/ss-chaos.pdf.13. Sussman, G. J., & Wisdom, J. (2001). Structure and interpretation <strong>of</strong>classical mechanics. Cambridge, Mass.: <strong>The</strong> MIT Press.14. Wikipedia. (2008). Alvarez hypothesis. Retrieved December 15, 2008,from http://en.wikipedia.org/w/index.php?title=Alvarez_hypothesis&oldid=255132858.15. Wikipedia. (2008). Asteroid. Retrieved December 3, 2008, fromhttp://en.wikipedia.org/w/index.php?title=Asteroid&oldid=254105569.16. Wikipedia. (2008). Conic section. Retrieved December 3, 2008,from http://en.wikipedia.org/w/index.php?title=Conic_section&oldid=248508344.

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