All Outputs (2)

Galerkin boundary element methods with multiwavelets (2007)
Thesis
Rajaguru, P. Galerkin boundary element methods with multiwavelets. (Dissertation). University of Salford

In general the numerical solution of boundary integral equations arising from the reformulation
of partial differential equations leads to full coefficient matrices. The discrete
system can be solved in O(N2 ) operations by iterative solvers of the... Read More about Galerkin boundary element methods with multiwavelets.

Theory and applications of the multiwavelets for compression of boundary integral operators (2004)
Thesis
Nixon, S. Theory and applications of the multiwavelets for compression of boundary integral operators. (Thesis). University of Salford, UK

In general the numerical solution of boundary integral equations leads to full coefficient
matrices. The discrete system can be solved in O(N2) operations by iterative solvers of
the Conjugate Gradient type. Therefore, we are interested in fast met... Read More about Theory and applications of the multiwavelets for compression of boundary integral operators.