Lehrstuhl für Mathematik mit Schwerpunkt Digitale Bildverarbeitung


Since 2012

J.-L. Merrien and T. Sauer. From Hermite to stationary subdivision schemes in one and several variables. Advances Comput. Math., 36 (2012), 547-579.

L. Alkafafi, C. Hamm and T. Sauer. Vibrational error extraction method based on wavelet technique. In M. Floater,T. Lyche, M.-L. Mazure, K.Morken,
and L.L. Schumaker (eds.), Mathematical Methods for Curves and Surfaces, volume 8177 of Lecture Notes in Computer Science, pages 1-12. Springer,2014

J. Carnicer and T. Sauer. Leibniz rules for multivariate divided differences. J. Approx. Theory, 181 (2014), 43-53. DOI 10.1016/j. jat.2014.02.002

M. Cotronei, D. Ghisi, M. Rossini and T. Sauer, 2014. An anisotropic directional subdivision and multiresolution. Advances Comput. Math. (2014). accepted for publication.

C. Hamm, T.  Sauer and F. Zimmermann. Hermite interpolation with rational splines with free weights. In M. Floater, T. Lyche, M.-L. Mazure, K. Morken,
and L.L. Schumaker(eds.),  Mathematical Methods for Curves and Surfacees, volume 8177 of Lecture Notes in Computer Science, pages 230-237. Springer, 2014.

T. Sauer. The continuous wavelet transform: Fast implementation and pianos. Monografiás Matematicás Garcia de Galdeano, 39 (2014), 187-194.