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Levin, David - School of Mathematical Sciences, Tel Aviv University
Subdivision for C 1 Surface Interpolation Nira Dyn, Sigalit Hed and David Levin
Convexitypreserving Interpolation by Dual Subdivisions Schemes
Workshop on Approximation Theory -Tel-Aviv, Feb. 20-21, 2002 Speaker: Bruce L. Chalmers, UC Riverside
Analysis of Hermiteinterpolatory subdivision schemes Nira Dyn and David Levin
Workshop on Approximation Theory -Tel-Aviv University, February 2002 All lectures will take place in room 006 of the Schreiber Bldg.
ThreeDimensional Distance Field Metamorphosis
Green Coordinates Yaron Lipman David Levin Daniel Cohen-Or
Analysis of Convergence and Smoothness by the Formalism of Laurent Polynomials
As-Rigid-As-Possible Shape Interpolation Darmstadt University of Technology
0 N. Dyn, J.A. Gregory and D. Levin Piecewise Uniform Subdivision Schemes
ELSEVIER Journal of Computational and Applied Mathematics 78 (1997) 131-138 COMPUTATIONAL AND
Journal of Computational and Applied Mathematics 112 (1999) 181187 www.elsevier.nl/locate/cam
MATHEMATICS OF COMPUTATION Volume 67, Number 222, April 1998, Pages 695714
Appl. Comput. Harmon. Anal. 15 (2003) 1832 www.elsevier.com/locate/acha
Advances in Computational Mathematics 11 (1999) 4154 41 Using Laurent polynomial representation for the analysis
Fundamentals of Remote Sensing Edited and written by Noam Levin
Analytic Geometry -Prof. David Levin 1. Basic definitions
