Titlebook: Approximation Theory XVI; Nashville, TN, USA, Gregory E. Fasshauer,Marian Neamtu,Larry L. Schuma Conference proceedings 2021 Springer Natu

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https://doi.org/10.1007/978-3-642-92406-4oblem is approximated by a spline quasi-interpolant operator. This allows us to construct the numerical solution in an easy way. We show through some numerical tests that the proposed method is efficient and accurate.

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Ergebnisse der Adriamycin-Therapief equations on each element is reduced. We show that the interpolated Galerkin finite element method retains the optimal order of convergence. Numerical results confirming the theory are provided as well as comparisons with the standard finite elements.

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Cubature Rules Based on Bivariate Spline Quasi-Interpolation for Weakly Singular Integrals,nterpolation scheme is combined with the capability of an ad–hoc treatment of the B-spline factor. The numerical integration is performed on the whole support of the B-spline factor by exploiting inter-element continuity of the integrands.

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