Legendre, Gaston J.

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Gaston J., French physician, 1887–.
Legendre function
Legendre sign - in facial hemiplegia of central origin, when the examiner raises the lids of the actively closed eyes, the resistance is less on the affected side.
References in periodicals archive ?
Kumar, "Fractional-order Legendre functions for solving fractional-order differential equations," Applied Mathematical Modelling, vol.
In this paper we present a suitable algorithm to compute the associated Legendre functions [P.
The computation of the associated Legendre functions [P.
31 Olver FWJ, and Smith JM, Associated Legendre functions on the cut, Journal of computational Physics, 1983; 51, 502-518.
It is significant that [MATHEMATICAL EXPRESSION NOT REPRODUCIBLE IN ASCII], and normalized associated Legendre functions are [[?
v] ([xi]) are associated Legendre functions of first and second kind at the range (-1 [less than or equal to] Z [less than or equal to] 1).
Exploiting the parity of the associated Legendre functions, we can transform the above matrix by elementary row operations into [C.
spherical filter, spherical Fourier transform, spherical harmonics, associated Legendre functions, fast discrete transforms, fast Fourier transform at nonequispaced knots, wavelets, fast discrete summation.
The normalised associated Legendre functions are given by (2.
k]', the derivatives of the normalised associated Legendre functions.