Legendre function


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Legendre function

[lə′zhän·drə ‚fəŋk·shən]
(mathematics)
Any solution of the Legendre equation.
References in periodicals archive ?
After you have entered the two mode numbers, there is a slight delay while the program computes the Legendre function (lines 90 through 220).
In this paper we present, with a pedagogical aim, a method to calculate the associated Legendre functions and polynomials.
MATHEMATICAL EXPRESSION NOT REPRODUCIBLE IN ASCII] are associated Legendre functions of the first kind, [h.
The general solution of this equation is suitable written as a linear combination of associated the third kind Legendre functions [R.
2] are the Legendre functions linearly independent to the Legendre polynomials [P.
The most important special functions are known as: Bessel functions, Hermite functions, Legendre functions, Laguerre functions, Chebyshev functions etc.
m] denotes the associated Legendre functions, defined by
S (Approximations of Special Functions) has new routines for polygamma functions, zeros of Bessel functions, jacobian functions, elliptic integrals and associations Legendre functions.
It has more than 800 built-in functions or objects, from simple trig relations to complex Legendre functions.