id	author	title	date	pages	extension	mime	words	sentence	flesch	summary	cache	txt
ejpam-4815	Kumar, Devendra Kumar	Approximation of Generalized Biaxisymmetric Potentials in $L^{\beta}$-norm	2023	10	.pdf	application/pdf	3429	228	78	Introduction Let F = F (x, y) be a real-valued regular solution of the generalized biaxisymmetric potential (GBASP) equation ∂2F ∂x2 + 2µ y ∂F ∂y + ∂2F ∂y2 + 2ν x ∂F ∂x = 0, µ, ν > 0, (1.1) which are even in x and y. A polynomial of degree n which is even in x and y is said to be a GBASP polynomial of degree n if it satisfies (1.1). The series (1.2) can be represented in (r, θ) by F ≡ F (r, θ)	cache/ejpam-4815.pdf	txt/ejpam-4815.txt