Add to ORKGIn this paper solution involving associated Legendre function of the first kind of F-equation d/dxF( x, α ) = F( x ,α + 1) where x is the variable and α is the constant parameter have been obtained. Also generating expansion of such function have been obtained by applying Taylor’s theorem
In this paper an expansion formula for the Kampe de Feriet function has been given in series of othe...
In this paper an expansion formula for the Kampe de Feriet function has been given in series of othe...
AbstractIn this paper, we present formulas betwixt Legender and Chebyshev expansion coefficients for...
A theorem for expansion of a class of functions into an integral involving associated Legendre funct...
ABSTRACT. A theorem for expansion of a class of functions into an integral involving associated Lege...
ABSTRACT. A theorem for expansion of a class of functions into an integral involving associated Lege...
AbstractIn Love (Proc. London Math. Soc. 69 (3) (1994) 629–672) I established, under suitable condit...
The classical Laplace expansion of an 'arbitrary ' function / in a series of Legendre poly...
The authors have established a new expansion formula for multivariable I -function due to Prasad [5]...
AbstractThis paper concerns itself with integral expansion, somewhat related to the Mehler-Fok type ...
A uniform expansion of the Legendre functions of large indices is considered by using the WKB approa...
In this paper an expansion formula for the Kampe de Feriet function has been given in series of othe...
In §1 and 2 of this note, we shall offer, to the classical Legendre functions, a new and simple appr...
In this paper an expansion formula for the Kampe de Feriet function has been given in series of othe...
In this paper an expansion formula for the Kampe de Feriet function has been given in series of othe...
In this paper an expansion formula for the Kampe de Feriet function has been given in series of othe...
In this paper an expansion formula for the Kampe de Feriet function has been given in series of othe...
AbstractIn this paper, we present formulas betwixt Legender and Chebyshev expansion coefficients for...
A theorem for expansion of a class of functions into an integral involving associated Legendre funct...
ABSTRACT. A theorem for expansion of a class of functions into an integral involving associated Lege...
ABSTRACT. A theorem for expansion of a class of functions into an integral involving associated Lege...
AbstractIn Love (Proc. London Math. Soc. 69 (3) (1994) 629–672) I established, under suitable condit...
The classical Laplace expansion of an 'arbitrary ' function / in a series of Legendre poly...
The authors have established a new expansion formula for multivariable I -function due to Prasad [5]...
AbstractThis paper concerns itself with integral expansion, somewhat related to the Mehler-Fok type ...
A uniform expansion of the Legendre functions of large indices is considered by using the WKB approa...
In this paper an expansion formula for the Kampe de Feriet function has been given in series of othe...
In §1 and 2 of this note, we shall offer, to the classical Legendre functions, a new and simple appr...
In this paper an expansion formula for the Kampe de Feriet function has been given in series of othe...
In this paper an expansion formula for the Kampe de Feriet function has been given in series of othe...
In this paper an expansion formula for the Kampe de Feriet function has been given in series of othe...
In this paper an expansion formula for the Kampe de Feriet function has been given in series of othe...
AbstractIn this paper, we present formulas betwixt Legender and Chebyshev expansion coefficients for...