abstract 72
abstract 72
Bulletin of Computational Applied Mathematics (Bull CompAMa)
72
Anisotropic Newton's kernel in the plane
Carmen Judith Vanegas, Franklin Vargas Jiménez
The goal of this paper is to construct a fundamental solution of the operator $div(B\nabla)$ in the plane, where B is a real symmetric and definite positive matrix, and to find integral representations to the solutions of the stationary inhomogeneous anisotropic equation.
Keywords: Anisotropic Helmholtz operators; fundamental solution; complex quaternions.
Cite this paper:
Vanegas C.J., Vargas F.
Anisotropic Newton's kernel in the plane
Bull. Comput. Appl. Math. (Bull CompAMa)
Vol. 10, No.1, pp.93-107, 2022.