Title of article
Tchebychev Multi-wavelet Basis for Solving Boundary Integral Equation
Author/Authors
Babolian, E. islamic azad university - Department of Mathematics, ايران , Fadaei Yami, M.R. islamic azad university - Department of Mathematics, ايران
From page
213
To page
230
Abstract
In this paper, using orthogonality of Tchebychev polynomials, we present anorthonormal wavelet basis for L2[0, 1]. We use this basis for solving Neumannproblems with Galerkin method. The property of this basis is that a variety ofintegral operators is represented in this basis as sparse matrices, to high precision.Some examples are solved to illustrate the efficiency and accuracy of this method.
Keywords
Galerkin Method , Tchebychev multi , wavelet , boundary integral equations.
Journal title
Mathematical Sciences
Journal title
Mathematical Sciences
Record number
2568798
Link To Document