To generate an optimal quadrature rule in a given (target) spline space, we build an associated source space with known optimal quadrature and transfer the rule ...
Dec 29, 2024 · In particular, we investigate knot vectors with single interior knots which yield C2 cubic splines and knot vectors with double interior knots ...
May 17, 2015 · Abstract:We introduce a new concept for generating optimal quadrature rules for splines. Given a target spline space where we aim to ...
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Gaussian quadrature for splines via homotopy continuation: Rules for C2 cubic splines · M. Bartoň, V. Calo · Published in Journal of Computational and… 17 May ...
We introduce a new concept for generating optimal quadrature rules for splines. To generate an optimal quadrature rule in a given (target) spline space, ...
We introduce a new concept for generating optimal quadrature rules for splines. To generate an optimal quadrature rule in a given (target) spline space, ...
We introduce a new concept for generating optimal quadrature rules for splines. To generate an optimal quadrature rule in a given (target) spline space, ...
Gaussian quadrature for splines via homotopy continuation: Rules for C2 cubic splines. Michael Barton, Victor M. Calo. Computer, Electrical and Mathematical ...
We introduce optimal quadrature rules for spline spaces that are frequently used in Galerkin discretizations to build mass and stiffness matrices. Using the ...
Jul 3, 2016 · Gaussian quadrature for splines via homotopy continuation: rules for C2 cubic splines. Journal of Computational and. Applied Mathematics, 296 ...