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    Fibonacci Numbers: Lurking Happily Ever After

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    1993_TuttyM_THS_000427.pdf (3.352Mb)
    Author
    Tutty, Maureen
    Advisor
    Marie Vanisko; Jim Trudnowski; Joan Stottlemyer
    Date of Issue
    1993-04-01
    Metadata
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    URI
    https://scholars.carroll.edu/handle/20.500.12647/3471
    Title
    Fibonacci Numbers: Lurking Happily Ever After
    Type
    thesis
    Abstract
    The focus of this paper is a presentation of patterns that occur in the world in which we live and how they are explained in mathematics. The major pattern is that of the Fibonacci sequence, which was first discovered by Leonardo Pisano. A brief history of Leonardo (Fibonacci) will precede topics such as the equiangular spiral, naturally occurring patterns, the golden proportion and the golden ratio. Next is a short introduction to Blaise Pascal and how the Fibonacci sequence fits into his famous Pascal’s Triangle. Finally, fractals will be discussed along with background knowledge of Benoit Mandelbrot, the newest mathematician of his time.
    Degree Awarded
    Bachelor's
    Semester
    Spring
    Department
    Mathematics, Engineering & Computer Science
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    • Mathematics, Engineering and Computer Science Undergraduate Theses

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