On Computing Smooth, Singular, and Nearly Singular Integrals on Implicitly Defined Surfaces
<p>We present numerical methods for the approximation of smooth, singular, and nearly singular integrals on implicitly defined surfaces. We begin with a high-order quadrature formula for an integral over a compact smooth implicitly defined hypersurface. Our high-order formula is novel in tha...
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2010
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| Online Access: | http://hdl.handle.net/10161/3025 |