By De Cicco V., Fusco N., Verde A.
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71 (1987), 231-303. 10. , Using Laurent polynomial representation for the analysis of the nonuniform binary subdivision schemes, Advances in Computational Mathematics 11 (1999), 41-54. 11. , Dyn, N. , Geometrically controlled 4-point interpolatory schemes, in: Advances in Multiresolution for Geometric Modelling (N. A. Dodgson, M. S. Floater and M. A. ), Springer-Verlag, New York, 2005. 12. , Nonlinear corner cutting, Advances in Computational Mathematics 8 (1998), 165-177. 13. , Accelerations of Riemannian quadrations, Proc.
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L. Merrien and L. L. ), Nashboro Press, Brentwood, 2003, pp. 323-332. 38 Nira Dyn 15. Rahman, I. , Donoho, D. L. , Multiscale representations for manifold-valued data, preprint. 16. , A circle-preserving variant of the four-point subdivision scheme, preprint. 17. Wallner, J. , Convergence and C1 analysis of subdivision schemes on manifolds by proximity, Computer Aided Geometric Design, to appear. 18. , Smoothness analysis of subdivision schemes by proximity, preprint. 19. Xie, G. and Yu, T. , On a linearization principle for nonlinear p-mean subdivision schemes, in: Advances in Constructive Approximation (M.
A chain rule formula in BV and application to lower semicontinuity by De Cicco V., Fusco N., Verde A.
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