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Filtering by: Subject Modular arithmetic Remove constraint Subject: Modular arithmetic Degree Level Doctoral Remove constraint Degree Level: Doctoral

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  • Spectral modular arithmetic

    Creator:
    Saldamli, Gökay
    Abstract:
    In many areas of engineering and applied mathematics, spectral methods provide very powerful tools for solving and analyzing problems. For instance, large to extremely large sizes of numbers can efficiently be multiplied by using discrete Fourier transform and convolution property. Such computations are needed when computing π to millions of...
    Resource Type:
    Dissertation
    Full Text:
    Modular Arithmetic Abstract approved: In many areas of engineering and applied mathematics, spectral