Convergence and conditioning of a Nyström method for Stokes flow in exterior three-dimensional domains


Convergence and conditioning results are presented for the lowest-order member of a family of Nyström methods for arbitrary, exterior, three-dimensional Stokes flow. The flow problem is formulated in terms of a recently introduced two-parameter, weakly singular boundary integral equation of the second kind. In contrast to methods based on product… (More)
DOI: 10.1007/s10444-012-9272-1

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