On Hermite vector splines and multi-wavelets
On Hermite vector splines and multi-wavelets is a scholarly work, published in 2019 in ''Journal of Computational and Applied Mathematics''. The main subjects of the publication include wavelet, digital signal processing, mathematical analysis, pure mathematics, noise reduction, cubic Hermite spline, matrix, Hermite interpolation, Hermite polynomial, computation, spline, applied mathematics, mathematics, Hermite spline, and isogeometric analysis. Explicit and recursive formulations are derived for the computation of refinable interpolatory Hermite vector splines, of arbitrary odd degree, and supported on −1,1, as well as for the corresponding refinement matrix sequences.