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  • THEORETICAL MATHEMATICS  (1)
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    Kravchuk functions for the finite oscillator approximation (1995)
    In:  CASI
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    Publication Date: 2019-06-28
    Description: Kravchuk orthogonal functions - Kravchuk polynomials multiplied by the square root of the weight function - simplify the inversion algorithm for the analysis of discrete, finite signals in harmonic oscillator components. They can be regarded as the best approximation set. As the number of sampling points increases, the Kravchuk expansion becomes the standard oscillator expansion.
    Keywords: THEORETICAL MATHEMATICS
    Type: NASA. Goddard Space Flight Center, Second International Workshop on Harmonic Oscillators; p 403-408
    Format: application/pdf
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