Howard S. Cohl
Abstract
We obtain antiderivatives and complex integral representations for associated Legendre functions and Ferrers functions (associated Legendre functions on-the-cut) of the first and second kind with degree and order equal to within a sign.
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We obtain antiderivatives and complex integral representations for associated Legendre functions and Ferrers functions (associated Legendre functions on-the-cut) of the first and second kind with degree and order equal to within a sign.
Key concepts: Legendre polynomials, Legendre function, Associated Legendre polynomials, Legendre transformation, Legendre wavelet, Mathematics, Degree (music), Sign (mathematics)